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2012 (Boston, MA)

Mathematical challenges in climate and sustainability
Mary Lou Zeeman

Rational rationing in healthcare: Observations for organ allocation
Sommer Gentry

Turning theorems into plays
Steve Abbott

Why is it plausible?
Barry Mazur

Epidemiology of influenza strains: Competition, prediction, and associated mortality
Edward Goldstein

Examples of how mobile/Web technologies can impact how, when, where, what, and why students learn
Frank Wattenberg

Teaching, Mentoring, and Advising Undergraduate Research: Lessons Learned On the Streets
Susan Loepp

Heron, Newton, Euler, and Barney
William Dunham

Unexpected Adventures and Undergraduate Research
Cindy Wyels

Learning to teach and teaching to learn
Matthew E DeLong

Chaos, Complex Dynamics, and Undergraduate Research Projects
Robert L. Devaney

Patterns of Oscillation in Network Systems
Martin Golubitsky

A Dynamical Systems Approach to Paleoclimate Models
Richard McGehee

Snakes and ladders
Bjorn Sandstede

Lagrangian Dynamics and the incorporation of data into ocean models
Christopher K R T Jones

The beauty and power of some recent REU papers in number theory
Ken Ono

Number Theory and Dynamical Systems
Joseph H. Silverman

$1 + 2 + 3 + 4 + \cdots$
Frank H Thorne

Patterns in partitions
Amanda Folsom

The Benefits of Bijections
David M. Bressoud

Counting on Students: Combinatorial Proofs with Undergraduates
Arthur T. Benjamin

A notquitebijective enumeration of domino tilings of Aztec diamonds
James G. Propp

Descriptive derangements for a sum of spheres
Bridget Eileen Tenner

Beautiful Bijections for Permutation Patterns
Lara K. Pudwell

Beautiful Bijections and Clever Counting in Representations
Georgia Benkart

A Beautiful Bijection that Counts and Does More: The RobinsonSchenstedKnuth Correspondence
Tom Roby

Short Term (NonAsymptotic) Linear Stability of Ecosystems: The Role of NonSelfAdjointness in Homogeneous and Heterogeneous Agricultural Systems
Gidon Eshel

Teaching with `Weather in a Tank'
John Marshall

A Toy Climate Laboratory for Chaos and Differential Equations
Chris Danforth

Mathematical Modeling and Public Policy Decisions Aimed at Mitigating Climate Change
Frank Wattenberg

Environmental Mathematics in a First Year Program
John B Little

A Model Hierarchy for Undergraduate Education in Radiative and Convective Heat Transfer
Kerry A Emanuel

Exploring Sustainability in a DevelopmentalLevel Mathematics Course
Rikki B. Wagstrom

Sustainability in precalculus: leveraging biofuels data to write novel conceptual problems on function behavior and other concepts
Guadalupe I. Lozano

Partial Differential Equations: The Navier Stokes Equation
C Eugene Wayne

Beyond Computation: The P versus NP question
Michael Sipser

The Smooth Four Dimensional Poincare Conjecture
Joel Hass

The Birch and SwinnertonDyer Conjecture
William Arthur Stein

Hyperbolic knots
Colin C Adams

Intrinsic properties of graphs embedded in $\mathbb{R}^3$
Erica Flapan

Knot theory: past, present, future
Francis Bonahon

The Geometry of Knots
Jason Cantarella

Twisted Alexander Polynomials
Jim Hoste

4dimensional aspects of knot theory
Tim D Cochran

Graphs, Distances, and Semidefinite Programming
Steven J. Gortler

Sum of Squares Optimization applied to Walking Robots and Robotic Birds
Russ Tedrake

Computational and Algebraic Aspects of Convexity
Amir Ali Ahmadi

Nonnegative Polynomials and Sums of Squares
Grigoriy Blekherman

The music of triangles
Christopher M. Judge

A nodal domain count mystery
Peter Kuchment

Distances between Riemannian Manifolds
Christina Sormani

Isospectral noncompact surfaces
Pierre Albin

Building Polygons from Spectral Data
Emily B Dryden

On the distribution of simple geodesics
Peter Buser

Explanation and Existence
Stephen Yablo

Is Mathematics the Language of Physics?
Arthur M Jaffe

A Trivialist Account of Mathematics
Agustin Rayo

Turing and Wittgenstein
Juliet Floyd

Structuralism and its discontents
Charles Parsons

The relationship of derivations in artificial languages to ordinary rigorous mathematical proof
Jody Azzouni

Using Escher's Work to Demonstrate Symmetries of the Plane
Jeffrey W Clark

Fourier Transform helps relaxation
Ricardo V Teixeira

Artists Respond to the Enigma of Alan Turing
Robert P. Martin

Improv Techniques for the Mathematics Classroom
Andrea N Young

Between pattern and chance
Andrzej K Brodzik

Variation of Parameters
Anne M. Burns

Linear Iterative Systems and String Art
Samer S Habre

Recreating a 14th Century 14Pointed Star Polygon Design Found on the Mimbar of the Mausoleum of Barquq in Egypt
B Lynn Bodner

Polyhedral Modularity in a Special Class of Decagram Based Interlocking Star Polygons
Reza Sarhangi

Math/Art: Collaborative Practices
William Kronholm

Using tiling theory to generate weaving patterns with beads
Gwen Laura Fisher

Exploring the Mathematics of Tuning a Musical Instrument using Straws
Christine von Renesse

The Projective Ornament of Claude Bragon
Susan McBurney

Stigmmetry Prints
Gary R Greenfield

Three stories from the mathart frontier
Luke Wolcott

Limits of Picture Sequences
Craig M. Johnson

Art First: How Artists Discovered the Projective Plane Before Mathematicians Knew It Was There
Meg Dillon

Modular construction of knot and link patterns from simple tangles on $k$uniform tessellations
David A Reimann

Building a Better Beaded Bracelet: Transformations, Tessellations, and Tori
Susan Goldstine

Diagrammatics: Art, Language, and Mathematics
Radmila Sazdanovic

Mathematics in Literature and Cinema
Mark Kozek

On the geometry of music
Benjamin Himpel

Fostering Artistic Explorations with Geometer's Sketchpad
Debra L. Hydorn

Composing with Mathematics: Final Projects in a Math and Music Course
Gareth E Roberts

Braids, Cables, and Cells: An Interesting Intersection of Mathematics, Computer Science, and Art
Joshua Brandon Holden

A family of butterfly patterns
Douglas Dunham

Creative Variations
Jennifer Wilson

A visual representation of the decomposition of the integers into prime factors
Margaret E. Kepner

Semigroups, LSystems, and Algorithmic Composition
Marcus Pendergrass

Using ErrorEliciting Problems via a Classroom Voting System in a Capstone Course to Foster Conceptual Understanding and Mathematical Habits of Mind
Kien H Lim

Senior Seminar, Across a Department and Across the Years
Meredith L Greer

Showcasing students' mathematical understanding through portfolios: A capstone course for mathematics majors on a secondary teaching track
Pete Johnson

Our capstone course  principles and tasks
Greisy Winicki Landman

A Vertically Integrated Model for a Mathematics "Capstone"
Aaron Luttman

Optimizing Capstone With Multiple Constraints
Risto Atanasov

Capstone Course: Why it didn't work for us
Sandra Fillebrown

The Right Model Makes All The Difference!
Rachel Esselstein

Surveying US Mathematics Teacher Preparation Programs: What is the status of the capstone course?
Mary Beisiegel

A formative threesemester capstone experience
Joseph F. Wagner

Assessing Mathematics and MathematicsSecondary Education Majors through a Senior Seminar Capstone Experience
Marcella Louise Wallowicz CSFN

A Capstone Course for Secondary Education Students
Rosemary C Farley

Problem Seminar: A Capstone Course
Kathryn Weld

Communication, Problem Solving and Independence in a Capstone Course
Kristin A Camenga

Starting a capstone experience: A user's guide
Kurt Herzinger

A Course in Experimental Mathematics
Marc Chamberland

Online Discussion Boards in Seminar: Discovering Exciting Tidbits Missed Inside the Classroom Walls on the Outside
Daniel R. Shifflet

Fostering Communication Skills and Independence in a Capstone Project
Karrolyne Fogel

A Capstone Course in January
Jeremy Case

The use of Pop Culture and Competition to Enhance Learning Mathematics (Survivor Math)
Robert E. Burks

Factors Related to Using Algebraic Variables to Represent Quantitative Relationships
Carole P Sokolowski

Streamlining Basic Algebra Instruction
James R. Henderson

Designing Developmental Mathematics for Student Success
Alvina J. Atkinson

Can Peer Coaches Improve Student Success in Developmental Mathematics Courses?
Leonid Khazanov

Modularized Math Remediation: Implementation and data
Aaron Wong

Meeting the Needs of UnderPrepared Students
Sarah Hutcheson Jahn

What Csn We Do For Amanda?
Jesse W Byrne

Energize: Strategies to Keep Students Going and Going
Carla Rudder

An Integrated Media Approach to Developmental Mathematics Instruction
Jan O. Case

Digital Learning Materials: Analysis of student early preparation in College Algebra
Karoline Auby

Trying to Bridge the Gap: Outcomes and Implications of a Remedial Mathematics Intervention Program
Karen G Santoro

Experiences in Designing and Teaching Statway
Mary R Parker

Developmental Mathematics: Try, Try, and Try Again
Sarah V. Cook

An evaluation of the success of students who transition from a developmental Math Workshop into College Algebra, Trigonometry and Calculus I
Jessica Deshler

Creating Pathways to Math Success at a Liberal Arts College
Maria Belk

Formative assessment and learning trajectories in first semester calculus
Rebecca Anne Dibbs

Making sure the students understand a concept by watching them working with it
Rodica Cazacu

Voting your way to good discussions
Christopher K Storm

MathLynx: the Online and CASbased Mathematics Pedagogy Environment  Tools for Learning and Practice
John A. Velling

An Enhanced Implementation of the WeBWorK Online Homework System as a Formative Assessment Instrument
Gulden Karakok

Using Online Pretests and Try It Quizzes for Early Assessment and Remediation
Brenda BurnsWilliams

Formative Assessments in Upper Division Mathematics
Brian P Kelly

Rolling Wheels: Explore Curve Sketching via GeoGebra and Mathematica
David A. Brown

An iPadbased activity for learning to sketch the graph of the derivative of a given graph
Hillary Einziger

Taylor Polynomials in R
Andrew J Rich

Becoming One with Bifurcations in 3D!
Itai Seggev

Exploring regressions through Geometer's Sketchpad and Microsoft Excel
Brandon Milonovich

Mystery Plots: Motivating Algebraic Function Models using Dynamic Mathematics Software
Michael Todd Edwards

Epsilons and Deltas with GeoGebra
Jason McCullough

Taking Instruction with Numerical Computations to the Next Octave
Talitha M Washington

Using Geometer's Sketch Pad to examine whether the SSA condition in Euclidean geometry is always ambiguous
Jennifer Bergner

The Euler Line in GeoGebra
Philip P. Mummert

Visualizing Lagrange Multiplier Optimization using CalcPlot3D
Paul E Seeburger

Team Activities for the First Day of Class Using a Computer Algebra System
J Alfredo Jimenez

WeBWorK labs? A case study in differential equations
Felipe Martins

Teaching Transformations of Functions Using Sage
Susan L Schmoyer

The Power of Symbolic Spreadsheets
Rejoice Mudzimiri

Student Voice Waves: Investigations using Calculus and Freeware
Phil Gustafson

Communicating calculus concepts using graphically presented functions in Adobe Flash applets embedded in WeBWorK
Daniel J Gries

From Dilation to Similarity  an Exploration Using Geometer's Sketchpad
Margaret L. Morrow

Motions and Rates: Using GeoGebra to Analyze Video Recordings
Tibor Marcinek

Mayan Geometry in the Classroom
Cynthia J. Woodburn

When a Number System Loses Uniqueness: The Case of the Maya
Amy ShellGellasch

Astronomical Instruments Between Theory and Practice
Toke L Knudsen

Number theory \`a la Sophie Germain: a course of guided discovery from her research manuscripts on Fermat's Last Theorem
David J. Pengelley

Newton Estimates the Natural Logarithm of 2: A History Lesson for Calculus II
Martin E. Flashman

Exploring Prime Numbers in Classes with Preservice and Inservice Teachers
Jim Fulmer

Google Books and the Long Tail of Mathematics
Scott B. Guthery

A President, A Partridge, and Practical Mathematics
Dick Jardine

Putting Mathematics Education Controversies in Historical Context
H. Smith Risser

Could they have known it generalized? could they? Giving credit where credit {\emph{probably}} due
Steven R Benson

Euler's "Letters to a German Princess'': Translation and Betrayal
Dominic W Klyve

Torricelli and Robinson play Gabriel's Trumpet
Maureen T. Carroll

Bringing Sixteenth Century Mathematics into the TwentyFirst Century Calculus Classroom
Duane K Farnsworth

The History of Irrational and Transcendental Numbers; Classroom Benefits
Charlie L Smith

A Partial Examination of the Evolution of Structural Design
Patricia Williams

James Hamblin Smith's Euclid
Charles F. Rocca

Mathematics and the Law: How Big Should a Jury Be, and How Should It Render Its Decision?
Jeff A Suzuki

Using R in an Undergraduate Statistics Course
Judith E Canner

Introductory Statistics with a Central Theme: ``Statistical Reasoning'' Courses That Interest Students
David G Taylor

Teaching an effective multisection elementary statistics course
Katarzyna Kowal

A Statistical Odyssey: Modernizing the Discussion Board to Enhance Student Engagement
Kimberly J Presser

Engaging Students in Reasoning About the Logic of Hypothesis Testing
Christina Erbacher

Playing Games with a Purpose
Shonda Kuiper

Statistics Scrapbooks in Elementary Statistics
Julie Beier

Playing Games with a Purpose: {\it Initial Lessons from the Classroom}
Kevin F. Cummiskey

Using an Online Homework System in an Introductory Statistics Course: Instructor and Student Perspectives
Lisa Carnell

Using Alternative Forced Choice Models to Introduce the Concepts of Statistical Inference
Christopher John Malone

New Trends in Teaching an Introductory Biostatistics Course
Magdalena Luca

Cutting Through the Theory: Emphasizing Statistical Thinking in Mathematical Statistics
Jennifer L. Green

Statistics and the (Post) Millennial Student
Patricia B Humphrey

Introducing Statistical Inference using Randomization Methods
Todd Swanson

Introducing Sampling Distributions and Hypothesis Testing using HandsOn Simulations and Student Response Technology
Chris Oehrlein

From Tactile to Computer Simulation: An Intermediate Activity to Increase Understanding of Sampling Distributions
Sean D Simpson

Teaching Statistical Literacy Entirely Online: 2011
Milo Schield

Value and Relevance of an Engineering Statistics Course
Kumer Das

Engaging Adult Learners in the Application of Statistical Processes to Solve Real World Problems
Michael D. Miner

Read and Reflect: Making Statistics Real
Heather Hulett

Teaching by the Test
John D. McKenzie

Probability Density Functions from RealWorld Applications
Annela R Kelly

Descent into `The Abyss' of LeastSquares Linear Regression
Charles Bergeron

How the Analysis of Current Economic Growth, Income and Employment Can Be Used in Teaching an Introductory Statistics Course that Speaks to Students
Alexander G. Atwood

Combinatorial Scheduling: a way to motivate matrix multiplication and other important concepts
Donna A. Dietz

Connecting Linear Algebra Concepts
C. Ray Rosentrater

Discrete Dynamical Fibonacci
Edward Early

Teaching geometry using linear algebra
Dragu Atanasiu

Using Dynamic Geometry Software to Foster Students' Understanding of Vectors
Tyler Gaspich

Linear Algebra Projects for Computer Science Majors in Costa Rica
Michael Josephy

Reinforcing Basic Linear Algebra Skills Using Computer Animation
Nathan M Wodarz

The Wronskian as a method for introducing vector spaces
Daniel A. Ramras

Linear: Maxima Edition
Don Spickler

LINE (Linear Algebra in New Environments): Using Learning Theories to Design Linear Algebra Modules
William O. Martin

A Comparison of Different Pedagogical Approaches to Linear Algebra
Sukanya Basu

Muggle Magic with Matrix Arithmetic
Tim Chartier

On Generating Large Dimensional, HandCalculable Exercises and Applications
Jeff R. Knisley

Group Theory in the Linear Algebra Classroom
Paul E. Becker

Discovery learning in linear algebra using dynamical geometry software
Martha Ellen Waggoner

Full Sage Contents of Introductory Linear Algebra
KyungWon Kim

Mobile Math Applications for the Second Course of Linear Algebra
SangGu Lee

A Hypothetical Learning Trajectory for Conceptualizing Matrices as Linear Transformations
Megan Wawro

A Physical Laboratory for Linear Algebra
Jeffrey M Hokanson

Using Ndimensional Geometry as a Thread to Increase Geometric and Abstract Reasoning in Linear Algebra
Stephen Hilbert

Web 20 for Linear Algebra Classes
Tom Edgar

Uncovering and Discovering: CCSS Mathematical Process Standards in a Mathematics Course for Middle School Teachers
Teresa D Magnus

Early Implementation of CCSS via Standards for Mathematical Practice
Davida D Fischman

Developing Teachers' Flexibility in Geometry: Addressing the CCSS Mathematics Objectives
Tanya Berezovski

Aligning the SelfEfficacy to Teach Statistics (SETS) Instrument to the Common Core State Standards for Mathematics
Leigh M. Harrell Williams

Professional Development for Grades K8 Mathematics Coaches
Elizabeth A. Burroughs

Integrating content, pedagogy, and cognitive coaching: a professional development model
Ekaterina Lioutikova

InquiryBased Courses at UAB for Prospective Elementary and Middle School Teachers Modeling the Standards for Mathematical Practice
Tommy Smith

Enhancing the content knowledge of preservice secondary mathematics teachers: Understanding connections
Yating Liu

The Standards for Mathematical Practice: Principles Guiding Preservice Preparation and Inservice Professional Development
Bernadette Mullins

Advanced Teacher Capacity in Mathematics and the Common Core
Gregory D Foley

Designing Professional Development around the CCSS Standards for Mathematical Practice: A MathematicianTeacher Collaboration
Juliana V. Belding

Using Experience from the Past to Move Forward to the Common Core State Standards
Elizabeth C. Rogers

Using Video Excerpts from Authentic Mathematics Classrooms to Demonstrate the Mathematical Practices at Various Grade Levels
Taliesin Sutton

Updating the CBMS report on the mathematical education of teachers and the Common Core
William McCallum

Streaking: Finding the probability for various batting streaks
Stanley Rothman

Seed Distributions for the NCAA Mens Basketball Tournament: Why it May Not Matter Who Plays Whom
Sheldon H. Jacobson

The Baseball Simulator: Accurately Simulating Major League Baseball Games with a Minimum Number of Statistics
Robert Franzosa

Boxing in Basketball: A RoundByRound Analysis of the College Game
Paul P. Britton

An Adjustment to the Colley Matrix Method
Mike Weimerskirch

What is the True Probability of Getting a Hit?
Jeffrey W. Heath

Using sports to inspire and teach math to the nonmajor
Chris M. Jones

Individual player productivity in baseball and basketball can be measured in a Mathematically coherent fashion using playbyplay data
Charles T Zahn

A Century of Baseball Statistics
Alan Levine

Beyond Regression: Using Learning Machines to Predict NBA Performance
Andrew Larsen

Pursuing an optimal statisticallybased model for NFL prediction
Andrew D. Blaikie

Paradoxes in Colley Matrix Sports Rankings
T. S. Michael

The Quarterback Passer Rating: Analyzing and Tweaking the QBPR
Paul von Dohlen

Hot Hands on the PGA Tour
Roland Minton

Modeling a Baseball Defense as a Network
Tina Hartley

Rule of Tangent for WinByTwo Games
Reza D Noubary

Using Sports Ranking in a Numerical Linear Algebra Course
Chuck Wessell

A Connection Between Cross Country Scoring and Election Tallying
Jacob Erb

A Logistic Regression Analysis of the NFL Overtime
Nicholas Gorgievski

Pythagorean Prognostication
Yousuf George

An introduction to quantitative analysis in hockey
Brian A. Macdonald

Cubic Splines, Local Extrema, and the Harmonic Mean: An Application to Graph Editors
James H. Fife

New Metrics to Detect Suicide Bombers
William P. Fox

Math in the City
Lauren Keough

Reduction of the operation cost via optimal control of an industrial wastewater biotreatment process
Ellina V. Grigorieva

Optimization in Fourier imaging for laser remote sensing
Thomas H\{o}ft

Modeling GPS Interference
Joseph J. Rushanan

Using Regression to Determine Cost Estimating Relationships for Costing of FAA Software
William S. Barfield

Careers in Mathematics" speakers series"
Michael Dorff

Visualizing semantic data through the use of partially ordered sets
Emilie Hogan

Tires, Insurance and Clutches: Applications of Undergraduate Consulting
John R Ramsay

Finding closed knight's tours on annular chessboards
Gregory P. B. Dresden

Counting on KenKen Puzzles
Robert W. Vallin

Arrowgrams
Kenneth L Price

Magic Squares and Sudoku
John Lorch

Mutually Orthogonal Sudoku Latin Squares
Nate L. Coursey

Orthogonal Graph Colorings
Serge C. Ballif

AlMaghribi meets Sudoku
Andrew J Simoson

Quantitative Analysis of Crossword Puzzle Difficulty
John K McSweeney

Critical sets in Futoshiki squares
Daniel J Katz

RadonKaczmarz Puzzles: CAT Scans Meet Sudoku
Julian F Fleron

MultiSudoku: A Game of Divisors and Multiples
Agnes M. Rash

A Sampler of Sudoku Studies
Jason Rosenhouse

ClueSymmetric Sudoku
Darrah P. Chavey

Minimal $6\times6$ Ken Ken puzzles
Philip Cobb

Solitaire mancala games as pencil puzzles
Brant Jones

Minimal connected Shidoku symmetry groups
Rebecca E Field

Nineteen Years Teaching Environmental Numeracy and Logic: Mathematics for the Environment
Martin E. Walter

Preventing the tragedy of the commons through punishment of overconsumers and encouragement of underconsumers
Georgy Karev

Sustainability Project for Calculus I
Peter T Otto

What's for Dinner: Linear Analysis of Nutritional Data and an Application to Community Health
Halcyon Annette Garrett

A Mathematics Course for Majors in Sustainable Living at the Level of Intermediate Algebra
M. Anne Dow

Embodied Energy, Energy Return on Investment, and Sustainability
Ben Fusaro

Teaching 3D Mathematical Modeling
Paul R Bouthellier

Developing a Modeling Concept Inventory
Rebekah Isaak

Using Infectious Disease Models in Calculus and Differential Equations Courses
Alex Capaldi

Using Mathematical Cancer Models in an Introductory Differential Equations Course
Jana Gevertz

The Volume and Surface Area of a Toy Train
Paul C Fonstad

Modeling the Gummy Bear Launcher as a Simple Computer Experiment
Dexter C. Whittinghill

The Center for Applied Mathematics and Science at Salisbury University
Kathleen Shannon

Research Experiences for All Learners
Carla D Martin

Why Mathematics?
Nagaraj S Rao

Social justice modeling contexts for teaching calculus and higher level math courses
Anand L Pardhanani

The Optimal Placement of Range Lights
Michael A. Jones

Learning Mathematics in the Context of Environmental Issues
Ray Mugno

Integrating modeling into an introductory programming course
Sheldon Lee

A modeling project on sensor networks
Marian F Anton

Pack size vs Prey Density in the Mexican wolf
William Dean Stone

Mathematical Thinking as a gateway to Undergraduate Research
Joyati Debnath

Mathematics for a Just World: Teaching Quantitative Literacy Through Social Justice Issues and Service Learning
Bonnie J Shulman

Math Trails in Undergraduate Mathematics
Lee Fothergill

ServiceLearning Projects and Activities that Engage Liberal Arts Mathematics Students: Implementation and Assessments
Morteza ShafiiMousavi

Service Learning Project in a FirstYear Seminar
Zeynep Teymuroglu

How Does Acceptance of Lesbian and Gay Men Spread in a Social Network?
Angela VierlingClaassen

Quantitative Literacy in a FirstYear Seminar Course
Maria G Fung

Quantitative Reasoning and Informed Citizenship: Building Students' Awareness of Social Issues
Alicia Sevilla

Math Club Bingo
Jacqueline A. JensenVallin

Celebrating PiDay with a Piathlon!
Daniel M. Look

The Amazing Mathematical Race
Brooke E Buckley

Math Awareness Week: Students Engaging Students
Jacci White

Bringing Down The House?
Kathryn Behrend Andrist

Origami for Math Clubs
Dale K Hathaway

Interdisciplinary Lecture Series
Jennifer McLoudMann

University of Rochester's Annual PiDay Festival
Alicia M Cornelia

Solidly Platonic: Hood College's Math Tea Love Affair with Vi Hart
Jill Bigley Dunham

Art Museum Field Trip
Kathi Crow

The Calculus Bowl: A Fundraising Activity for the Mathematics Club
Casey Clark

Beautiful Minds: Getting hooked on Math through Literature
Maria Falidas

Beyond Practicality: George Berkeley and the Need for Philosophical Integration in Mathematics
Joshua B. Wilkerson

Thought in Mathematical Practice
Thomas Drucker

Formal mathematical proof and mathematical practice: a new skeptical problem
Jeff Buechner

How Do I (We) Know Mathematics
Ruggero Ferro

The Consequences of Drawing Necessary Conclusions
Daniel C. Sloughter

Epistemological Culture and Mathematics
SarahMarie Belcastro

CDEG: Computerized Diagrammatic Euclidean Geometry
Nathaniel G. Miller

Philosophy (but not philosophers) of mathematics does influence mathematical practice
Bonnie Gold

Making connections with Precalculus
Ramanjit K Sahi

Identifying Crucial Concepts and Skills, and Preparing College Students for Success in Calculus
Alison Ahlgren

Preparing your calculus students: An inquirybased algebra review
Angie Hodge

Preparing students for proofs and deeper conceptual thinking by implementing collaborative learning projects in Intermediate Algebra and Trigonometry
Alla Morgulis

Mathematical Reasoning in Calculus: Moving Between Representations
Mairead Greene

Tangent lines: a multifaceted concept
Peter J. Byers

LongTerm National Impact of the Calculus Reform Initiative
Susan L Ganter

The Real Cost of Home Ownership
Stan Perrine

Reading, Writing and Discussing Mathematics in a Servicelevel Undergraduate Course
Daniel P. Wisniewski

Final Project in an Elementary Cryptology Course
Robert Edward Lewand

Open Questions in Number Theory for Liberal Arts Students: The Good, the Bad, and the Underwhelming
Emelie A Kenney

Balancing structure and creativity in projects for liberal arts mathematics
Reva Kasman

Geometric Constructions in Contemporary Problem Solving
Jeffrey L. Poet

Try Trisecting by Bisecting
Theresa Jorgensen

I CAN PROVE IT" Using Proofs of the Pythagorean Theorem to Bolster Confidence for the mathanxious Liberal Arts Mathematics Students"
Jackie A Hall

Do it together to understand it: group activities that help liberal arts students understand mathematical concepts
Russell D Blyth

Using a Jeopardy Game to Engage Students' Learning
Yun Lu

Survey It! Using Surveys to Answer Student's Questions
Erin Smith

Observing the Motion of the Sun and the Moon
Helmer Aslaksen

Beyond Formulas: A Collaboration Between Liberal Arts Underclassmen and Senior Math Majors
Alissa S. Crans

Candy Bar Election
Ben Galluzzo

Visualizing Hyperbolic Geometry in the Liberal Arts
Charlotte J. Chell

Hexiclouds: Graph Theory Meets LEGO Bricks
Edward W. Welsh

Teaching College Mathematics Using Text Messaging
Ricardo Sanchez

Using MS Excel to Improve Understanding of Financial Mathematics
Paul Taylor

Complex Systems and K16 Curricula
R W DeGray

The Financing Choices of American Consumers: The Influence of Quantitative Literacy, Cognitive Disposition and Material Values
Cinnamon Hillyard

The Financial Literacy Project at Dartmouth College: Online Classroom Resources and Modules
Eric C Gaze

Students' Understanding of TwoVariable Functions and Rates of Change
Eric David Weber

A circle of radius one: Preservice teachers' notions of the unit circle
Kevin C. Moore

Introducing the Concept of Derivative via the Calculus Triangle
Michael A. Tallman

The Proof is in the Practice? Graduate Teaching Assistants and Future Teachers
Kimberly Cervello Rogers

Authority dynamics in mathematics discussions
David M. Glassmeyer

Building Symbolic Meaning Through DynamicallyConnected Representations in Abstract Algebra
Douglas A. Lapp

A Model of Students' Combinatorial Thinking
Elise N Lockwood

Faculty Perspectives on the Transition to Graduate School in Mathematics
Sarah L. Marsh

Experts' Reification of Complex Variables Concepts: The Role of Metaphor
Hortensia SotoJohnson

Examination and Analysis of Undergraduate Students' Level of Statistics Anxiety with Respect to Gender and Collegeyear
Soofia Malik

Reaching for the Familiar: Example Generation in the Proving Process
James T Sandefur

Assessing Suitability of Grades and CourseTaking Patterns as Measures of Longterm Student Outcomes following InquiryBased Learning Experiences
Marina Kogan

Definitions and Uses of Function Composition in Secondary and Early Collegiate Textbooks
Aladar K Horvath

Mathematics for Nonmath Majors and Mathematics Anxiety
Moira K Devlin

Quantitative Reasoning During Definition Formation: The Case of Absolute Value
Jason Martin

A Controlled Study of Collaborative Learning in Intermediate Algebra
Claire Wyn Wladis

Identifying Student Difficulties in Combinatorial Proof Production
Nicole Engelke

A Guided Reinvention of the Definitions of Ring, Integral Domain, and Field
John Paul Cook

Student Conceptions and Misconceptions with Order of Operations in Calculus
Ian G. Caldwell

Learning mathematics from peers with different reasoning styles
Owen Davis

Students' Ways of Thinking about Enumerative Combinatorics Problems: Deletion and Equivalence Classes
Aviva Halani

The Role of Collective Work in Undergraduate Teaching of Mathematical Knowledge for Teaching to Future Elementary Teachers
Wendy Aaron

A crossdisciplinary analysis of math students' writing
Patrick Bahls

Using Data to Develop an Adaptive Syllabus for PreCalculus Course at the College of Staten Island, City University of New York
Jane P Coffee

An analysis of the effectiveness of using exclusively workshopstyle instruction in the College Algebra classroom
Jennifer Vandenbussche

Assessing and Improving Quantitative Reasoning Skills with CLA Performance Tasks
Gerald W. Kruse

A SemiIBL Finite Mathematics Course: Is it possible and can it be successful?
Mindy Capaldi

Collaborative peer review between two IBL number theory courses
Dana C. Ernst

Outside of Class Learning: Perspectives on Mathematics Tutoring Programs at a Community College
C. Adam Feldhaus

Using Wikis in a Geometry Class for Future Teachers
Gregory A Kelsey

Smartpen Technology as an Instructional Medium
Jennifer A Czocher

Does Thinking about Thinking" Impact Completion Rates of Preclass Assignments?"
James S Rolf

Helping Algebra Students Succeed at Word Problems
Ibrahim A. Saleh

Pedagogy in large lectures and the age of digital media: Keep up or be left out!
Fabiana Cardetti

Using and Analyzing Student Confidence in Classroom Voting
Ann C. Stewart

Implementing Mathematics Research Experiences into Teacher Preparation Programs
David D Barker

They Can Do It: Applications of a Hybrid Classroom Model in a Traditional Classroom
Lee Evans

Role of Prerequisite Knowledge in Student Learning in Lower Level Mathematics Courses
Anne Albert

Using Inquiry Based Learning to Enhance Student Attitudes in Complex Analysis
Edwin P Herman

A First Attempt at Categorizing and Assessing Different Levels of Student Understanding
Paula Shorter

How does mathematics contribute to a liberal education?
Curtis D. Bennett

From Fred Flintstone to Ferraris, Driving Mathematical Content through Questioning
Debbie Gochenaur

Using the BanachMazur Game in an Undergraduate Real Analysis Class to Investigate Different Types of Infinite Sets
Don L Hancock

Communication and Learning
Steven George Krantz

Some of my Suggested Topics and Techniques for the Real Analysis Course
Robert L Brabenec

Calculus: A Missed Opportunity
Peter A. Loeb

The Lebesgue Integral : Motivations, advantages and Limitations
Eddy A Kwessi

A simple derivation of the trapezoidal rule for numerical integration
Erik Talvila

Use of a "Connections Journal in an undergraduate Real Analysis course"
Antonia E. Cardwell

Teaching the Lebesgue Integral with a Calculus II Prerequisite
William Johnston

When absolute convergence fails to imply convergence
Robert Kantrowitz

Constructing Definitions in Undergraduate Real Analysis
Barbara A. Shipman

A Proemial Proposition on Teaching Real Analysis: Instruct Via a Strong" Modified Moore Method"
Padraig M. McLoughlin

Flows on metric spaces: ODEs, PDEs, SDEs and DDEs
Craig J. Calcaterra

Motivating Real Analysis Students with Puzzles
Lynette J. Boos

Undergraduate research in a Real Analysis course
Manmohan Kaur

Understanding the infinite
Judit Kardos

Analysis based on the concept of level
Karel Hrbacek

Using Illustrations to Motivate Definitions and Proofs in Real Analysis
Paul M. Musial

Cantor's set throughout real analysis
Cesar E. Silva

The Parity Theorem Shuffle
Michael D Smith

Using Models to Help Students Understand Calculus Topics
Sharon L Crumpton

Demonstrations That Work in the Mathematics Classroom
Elton Graves

Partition Numbers and Fractals: Insights Using Bulgarian Solitaire
Richard D Summers

Euler Games for Differential Equations
Rodney X. Sturdivant

Getting the feel" for centers of mass"
James A Sellers

Curve Sketching with Puzzle Pieces
Teena Carroll

Food for (Mathematical) Thought
Penelope H Dunham

The Chain Rule Dance
Mariah Birgen

Riding the Ferris Wheel: A Sinusoidal Model
Kathleen Cage Mittag

Building Art Galleries for Geometric Proofs
B. Carrigan

Investigating Polytopes of the Fourth Dimension by Building Models
John F Putz

Active Learning in Discrete Mathematics
Ann N Trenk

Loaded Dreidels
Allan Struthers

A Photographic Assignment for Abstract Algebra
Gregory S. Warrington

Grocery Bags and Lasers
Randall E Cone

Traffic Jam: Teaching Critical Thinking through Games
Melissa A Stoner

Rolling the Dice in Statistics
Heidi N Hulsizer

Using feather boas to teach students about functions in precalculus, calculus, and real analysis
Julie Barnes

How Many Mints Do I Have?
Nathan Axvig

Does the Wave Equation Really Work?
Michael A. Karls

Project CAGE: Integrating mathematical and moral imagination through a handson learning project
Wei Wei

Origami as Handson Math
Thomas C. Hull

Handson Activity for Mutually Orthogonal Latin Squares
Julie F Rogers

Learning Through ReArrangement of Patterns
John C Mayer

Geometric Models in Many Classrooms
Teresa E. Moore

Building Mathematics Understanding with Toys
Mike Long

Tearing Plastic: A laboratory exercise on fractals and hyperbolic geometry
Ron Taylor

The CandyCoated Mathematics Classroom
Erin Elizabeth Bancroft

Cookies, Sidewalkchalk, and Office Chairs: Handson Activities from Calculus to Comets
Jessica M Mikhaylov

Raising Calculus to the Surface
Aaron D Wangberg

Using 3D Manipulatives to Teach Calculus
Dennis C. Ebersole

The Cheese Stands Alone
Sarah E. Wright

The TouchyFeely Integral and Basic Properties of Integration
Benjamin J Thirey

HandsOn SET$^\circledR$
Ellizabeth McMahon

Implications for learning transition level mathematics using a distance delivery model
Ronald L Merritt

An Analysis of 4 College Algebra Classes With or Without Computer Software Support
Bonnie L. Oppenheimer

WIRIS collection, a repository of readymade online exercises for selfassessment
Carles Aguilo

Using SmartPens to Facilitate Math Communication Online
Katrina M Palmer

On Synchronous Distance Teaching in a Mathematics MS Program
Kuiyuan Li

Students' Attitude Toward Assessment of onLine Learning of College Algebra and Intermediate Algebra
A. S. Elkhader

Providing Intelligent StepbyStep Help in Solving Practice Problems Online
John C. Miller

Increasing interaction in online courses
Revathi Narasimhan

Connecting Students with Mathematics: The Power of Combining ALEKS and Wimba
Cheryll E Crowe

Gluing together Blackboard, Facebook, and Twitter
Matthew Leingang

Improving Pedagogy Through Adaptive Problem Selection in Online Tutors
Douglas B. Meade

Exploring the Effect of Using Technology on the online Learning of Algebra
Bashar Zogheib

Online PREP Workshops: The experience of teaching online professional development courses in mathematics
Mike May

On WeBWork: how to Design a Model Course that is Concise and Complete?
Shumei C Richman

Teaching a General Education Math Course Online with Discussion boards and a Screencast system
James Baglama

Expanding Redesign Success
Elizabeth A Eagle

Teaching an Online SophomoreLevel Differential Equations Course
William M. Kinney

Teaching Python In One Browser Window
David Pritchard

The Instructor's Perspective: How to Make Learning Mathematics an Interactive Experience in an Online Environment
Aimee J Ellington

A new kind of online homework: Flash enabled WeBWorK homework problems
Barbara Margolius

High Touch to High Tech: Distance Learning in a Small Liberal Arts College
Ellen Cunningham

DistributomeAn Interactive Webbased Resource for Probability Distributions
Kyle Siegrist

Designing, Developing and Assessing an Online Mathematics Course
Ahlam E.H Tannouri

``Elluminateing'' Online Course Meetings
Sarah L Mabrouk

Deviation from the Norms  Algebra, Trigonometry, \& Calculus for the Aspiring Life Scientist
Mike Martin

Undergraduate Research Projects in Mathematical Biology: Modeling and Simulation in MATLAB
Timothy D Comar

So, why do you require Calculus?
Carrie Diaz Eaton

Mathematical epidemiology without differential equations
Matthew Glomski

Cross Disciplinary Research by Undergraduates in Mathematics and Biology to Examine Cellular Processes
George T Yates

Undergraduate Research in Modeling the Response of Chaparral Plants to Wildfires
Timothy A Lucas

When the Bloom is Off the Rose, or, How to Avoid Depression After the Stimulus Package Runs Out
Christopher C. Leary

Mathematical Concepts and Methods in Modern Biology: Using Modern Discrete Models  A Book in Progress
Terrell L. Hodge

Investigation of Second Generation Wavelets
Michael Gustin

Applications of Wavelets: a sophomorelevel seminar course
Rachel J Weir

Facial Detection and Recognition Using the Haar Transform in Static Images
Joseph Michael Gonzalez

Smartphone Sensors and Wavelets
Edward F Aboufadel

What Are You Hiding? Steganography Using Wavelets
Jeff Zeitler

Some Ideas for Undergraduate Projects Involving Periodic Wavelets
Kenneth R. Hoover

Discrete signal processing with fractal wavelets
J. D'Andrea

Applications of Discrete Wavelets to Stock Price Prediction
John C. Merkel

Undergraduate Research Projects on WaveletBased Time Series Forecasting
Caroline Haddad

Smoke Detection in Stationary Video Using Wavelets
Helmut Knaust

Highlights in the History of the Missouri Section
Leon M. Hall

Know Your Wisconsin Mathematician: The Oral History of an MAA Section
Benjamin V.C. Collins

The History of SIGMAAs (Special Interest Groups of the MAA)
Steve Carlson

A History of the Northeastern Section: A Work in Progress
J. J. Tattersall

The Kentucky Section
Daniel J. Curtin

Writing a History of the Iowa Section of the MAA
Joel K. Haack

Dean Meder and the Origins of the MAA  New Jersey Section
Lawrence A. D'Antonio

Digging up the History of a Capital Section
Betty Mayfield

Writing a History of an MAA Section
James R Choike

The Kansas Section: Were We First?
Timothy W. Flood

History of National Meetings
Kenneth A Ross

Recovering and recapitulating the history of Project NExT
T. Christine Stevens

Women Welcome in the Metro New York Section!
Agnes M. Kalemaris

The Ohio Section also celebrates its centennial
Daniel E. Otero

The Intermountain Section: an exceptionally brief history
Carolyn Connell

Closing the loop!
Noureen Khan

Increasing Math Proficiency in High School Teaching
Pamela Kosick

Teacher Created MultipleChoice Assessments and the Use of Assessment Data for Planning Instruction
Sue Brown

Report on the First Kenyan Maths Camp
Tom Denton

CONNECT Math: A Partnership in Higher Education
Rebecca C. Metcalf

An Alternative Approach to Assessing Instructional Effectiveness: Implications to Teaching and Learning Undergraduate Mathematics
Jerry C Obiekwe

How to start a discussion on your campus about assessing general education mathematics
Karla Childs

Development and validation of an instrument to assess college student's statistical inferencean argument based approach to validity
Jiyoon Park

An effort to coordinate conceptual development in math and physics education for engineering undergraduate students
Gregory R Baker

Strategies to Help Underrepresented and First Generation Students in the STEM Fields
Joseph E Hibdon, Jr

What Calculus do students learn after Calculus?
Todd Moore

Mathematics Parterning with Computer Science to Improve Calculus Instruction and Investigate Student Learning Difficulties
Ellen Breazel

Investigating Gender Differences in UMTYMP Entrance Exam
Justin Edward Sukiennik

ABACUS International Math Challenge
Zsuzsanna Szaniszlo

Another approach to Preservice Teachers' preparation programs
Ali S Shaqlaih

Math Days for Women
Violeta Vasilevska

Teaching using the iPad and Air Sketch
Jason A Price

Money, That's What I Want!
Peter T. Olszewski

Refocusing Intermediate Algebra
Don Small

Pass with CARE (Clicking AlgebraRelated Education)
Jerry J. Chen

The origin of error: A study of the reasons behind common mistakes in introductory Mathematics
Stefanos Orfanos

Minimum Academic Preparation and Performance in First Year Mathematics Courses
Carrie Muir

Why Should Any Students Take Developmental Math?
Sheldon P Gordon

Improving Student Success in Developmental Algebra and Its Impact on Subsequent Mathematics Courses
William O Bond

Growing a Learning Center: From a small, underfunded closet to a popular learning space
Jim Sobota

Daily Quizzing as a Means of Motivating Review and Preview
Joshua Ducey

Using students' tests to improve teaching and learning
Radoslav Dimitric

The Big 'BUT' about Blogs in Online Calculus
Denise LeGrand

Multiple Choice Versus Open Response Assessment in Calculus
Shannon R Lockard

Resequencing Calculus: An Early Multivariate Approach
David J Dwyer

The POGIL project: StudentCentered Learning in Calculus
Laurie Lenz

Student understanding and misconceptions of infinite repeating decimals in a Sequences and Series Bridge course
Rebecca J. Schmitz

Convergences of Catalan Series
Zhenguang Gao

Search for the Stokesvergence Theorem
Todd G Will

Analysis of Student Achievement and Retention Regarding Online Calculus Homework
Daniel L Kern

Reverse Mathematics and the Lost Proofs of Calc One
Stephen M Walk

Enhancing Student Learning: The Use of CalcPlot3D Graphing Technology in Developing Core Competencies in Multivariable Calculus
Karen L. Hulsebosch

Moving Toward a More Effective Learning Environment in First Semester Calculus
Javier Garza

Generalized trigonometric substitution
Robert D. Poodiack

Reducing anxiety and increasing interest in business calculus
Janet L Fierson

Using a capstone course to learn how to teach mathematical proofs
Elana Reiser

Scaffolding for Inquiry Instruction in Mathematics
Mark L. Daniels

Some Strategies for Teaching a Course Based on Douglas Hofstadter's G\odel
Stephen Andrilli

Numerical Method/Analysis Students Function Concept Knowledge
Emre Tokgoz

Integrating factors and repeated roots of the characteristic equation
William R Green

Developing the capstone experience at Winthrop University
Trent Kull

An inquirybased, writing intensive introduction to proofs course
Carl Mummert

Getting the Act Together
Melvin G. Royer

Moving from Theory to Practice: A Lesson Plan Activity for a History of Mathematics Course
Kate G McGivney

Bridging mathematics concepts to engineering contexts: Justintime review modules
Alina N. Duca

Reading and writing assignments in a Real Analysis course
Bogdan Doytchinov

Keep them guessing: teaching conjecturing in a discrete transition course
Suzanne I Doree

A Robust Dispersion Estimator and its Applications
Jianfeng Zhang

Rankbased estimation for generalized linear models
Guyvanie M Miakonkana

Bounded influence nonlinear signedrank regression
Huybrechts Bindele

Prediction on Random Fields with Maximum Entropy Models
Priya Kohli

Detection of slightly expressed changes in random environment
Veera Holdai

Teaching Statistics through the years: What works? What doesn't? What's next?
Barbara A. Wainwright

Approximation to the Generalized Gamma Distribution
Salam Md. Mahbubush Khan

Linear Tests of Uniformity for Data Defined on Distance Transitive Graphs
Shujing Xu

Estimation of eigenvalues and their multiplicities of a covariance operator
Krishna Kaphle

Using Linear MixedEffects Models to Examine Correlates of stress, anxiety, depression to find the factors affecting psychosocial attributes
Sumona Mondal

Census at School: An Outreach Program to Teach Statistical Problem Solving in Grades 412 Using Real Student Data
Rebecca Nichols

Exact Confidence Intervals for the Ratio of Two Proportions
Paul R. Coe

Using Mixed Distributions to Model Count Data with Application
Mehdi Razzaghi

Introducing The Idea of Fitting a Distribution to Data in a Probability Course
Christopher J Lacke

Raising Awareness of the History of Mathematics in High School Curriculum
Leslie BolingerHorton

Mathematical Thinking: Can we ever agree on a definition? A conceptual metaanalysis
Sean F Argyle

History of Computation as a Professional Development Course for Middle School Teachers
Andrew G. Bennett

Using the History of Women in Mathematics to Address Gender Equity and Prepare Future Teachers
Jacqueline M. Dewar

Geometric constructions using a finite compass and a finite straightedge
David S Richeson

Best Web sites for the history of mathematics
Paul R. Bialek

Linear instability in a combustion problem
Laura K. Gross

Methods for Reducing and Transforming AgentBased Models into Polynomial Dynamical Systems
Laurel Ohm

Connections between bounded error parameter identification and confidence ellipsoids
Adam F Childers

Study on freezing in cylindrical domain with convective cooling and energy generation
Sushil Kumar

NonNewtonian Effects on the Blood Pressure Drop in Atherosclerotic Right Coronary Arteries
Biyue Liu

Learning in three multiplayer auctions
Delong Meng

Markov and It\={o} Representations of Option Price Models
Kevin Coltin

Stochastic Modeling of Ribosomal Frameshifting
Brenae L. Bailey

A Boundary Value Problem for a Doublet
Kenneth H Luther

The effect of thrombin activatable fibrinolysis inhibitor (TAFI) in a multiscale mathematical model of fibrinolysis
Brittany E. Bannish

Development of an Ozone Inhalation Model
Andrew Kirby

Estimating the stiffness of healthy arteries via multidimensional secant method
Kun Gou

A mathematical model of drug resistance with infection by health care workers
Najat Ziyadi

Point process models for order arrival rates in order book dynamics
He Huang

A Posteriori Error Analysis of Finite Element Method for Linear Nonlocal Diffusion and Peridynamic Models
Li Tian

A threedimensional mathematical and computational model of necrotizing enterocolitis
Jared Barber

A Mathematical Investigation of the Financial Performance of Movie Sequels
Ron Buckmire

Modeling Wrist Oscillations Using Perturbation Methods
Joe Latulippe

Exploration of Stable Distributions
Catherine Rose O'Doherty

A Generalization of Contour Advection with Surgery for Three Dimensional Flows
Zachary M Harrison

An improved mathematical model for doseresponse of anticancer drug combinations at fixed schedule
Leslie Jones

Lagrangian Transport Patterns for Radioactive Particles after Fukushima
Tim Lai

Skeletons of Lagrangian Transport in Hurricane Katrina
Chris G. Wake

Inferring gang affiliation for violent events with incomplete data
Rachel Anne Hegemann

The Mechanical Stability of Growing Arteries
Rebecca M Vandiver

Laser propagation in biaxial liquid crystal polymers
Eric P Choate

Singularity of Cubic B\'ezier Curves and Surfaces
Edmond Nadler

Cannibals and Mosquitos: Using a predatorprey epidemic model to search for a Dengue fever reservoir
Lee R Gibson

Modeling Articular Cartilage Regeneration: A Phenomenological Approach
Janine M. Haugh

Computational Sensors As Mathematical Models
Emek Kose

A course on preHispanic Latin American mathematical ideas
Colleen Duffy

A course in spherical geometry and its applications for math majors
Marshall A Whittlesey

The mechanisms behind the evolution of cooperation
Candace Ohm

Computing Stable Models of Logic Programs Using Metropolis Type Algorithms
Alex Brik

Asymptotically normal distribution of some tree families relevant for phylogenetics
Virginia Johnson

Mathematics in Computed Tomography
Mohamed Allali

Creating an Institutional Interdisciplinary Culture with Mathematicians at the Lead
Gerald Kobylski

Boston University Students' Interdisciplinary Activities
Emma Previato

A Study of Hudson Food Web and its Competition Graph
Urmi GhoshDastidar

Model for selfpolarization and motility of keratocyte fragments
Sumanth Swaminathan

Exploring Graph Theory Utilizing The OEIS, Wolfram Alpha, and Mathworld
Jay Lawrence Schiffman

Increasing Student Engagement in Undergraduate Mathematics with Tablet PCs
Carla A Romney

Clickers in the Calculus II Classroom
Ellen M Ziliak

A Nomograph For The Trigonometric Functions
Timothy Hall

Neuro Mathematics Education and Technology
Alexander Y Vaninsky

Time management and student success using the computerbased instructional system Aleks
Steven D. Wallace

Exploratory Activities for College Geometry
William E. Fenton

Building Intuition and Computational Skills with Maplets for Calculus
Philip B. Yasskin

Calculus Video Clips
Shay Fuchs

Wiki Technology Supporting Learning (II)
Brian Katz

Wiki Technology Supporting Learning (I)
Elizabeth Thoren

Virtual Pin Board Pinterestcom Motivating Gen Ed Group Project and Connecting Math Majors
Daniel Kiteck

Learning with the iPad: Does this technology help or hinder student understanding?
Eric Thornburg

Making proofs click: Classroom response systems in transitiontoproof courses
Robert Talbert

An Innovative Approach to Derivative Instruction Using Technology to Explore Local Straightness
Jason Samuels

{\em Lurch}, a free math word processor that can check your work
Nathan C Carter

A Decade of Improving Pass Rates in Mathematics using Interactive Software
Michelle DeDeo

Perspectives on the Use of Dynamic Mathematical Software in Classrooms
Heba Bakr Khoshaim

Mobile Mathlets with Google Web Toolkit
Thomas E Leathrum

Teaching mathematics online, is it even possible?
Aldo R. Maldonado

An assessment of the use of an Interactive Electronic Text on student engagement and learning in PreCalculus and Calculus at Medgar Evers College, CUNY
Terrence R Blackman

Using Octave (a freeware version of Matlab) to generate close calls for Fermat's last theorem
Arthur J. Rosenthal

Using Dynamic Sketches to Help Calculus Students Develop and Integrate Coherent Mental Models of the Formal Definition of the Limit of a Sequence
Beth Cory

Motion Sensor Activities for Middle School Algebra
Kimberly Arp

Sequences preserving GCD, Cyclotomic Polynomials, and Iterated Polynomials
Stephen Lovett

Quantitative Approximation by Fractional Smooth General Singular Operators
Razvan A. Mezei

Examining the Dynamical Systems of Various Polynomials over Finite Fields Using Mathematica
Jonathan Weisbrod

Creating Separation in Topological Spaces
Jay R. Stine

The Characteristic Polynomial for BiRooted Trees
Steven J. Tedford

Distribution of Eigenvalues of Weighted, Structured Matrix Ensembles
Karen Shen

On the Limiting Distribution of Eigenvalues of Large Random dRegular Graphs with Weighted Edges
Michael Cap Khoury

padic Lfunctions of $GL_2$ automorphic representations
Bei Zhang

Unitary Similarity To a Complex Symmetric Matrix And Its Extension to Orthogonal Symmetric Lie Algebra
Brice Merlin Nguelifack

Lowlying zeros of cuspidal Maass forms
Liyang Zhang

How Fast does a Sequence of Positive Integers Grow? An Elementary Perspective based on Multiplication
Michael A Brilleslyper

Total Efficient Domination in Cayley Graphs
Keegan C. Gary

Constructing Generalized SumDominant Sets
Geoffrey S Iyer

Proof of the density hypothesis
Yuanyou F. Cheng

The LogConvex Density Conjecture and vertical surface area in warped products
Sean P Howe

Existence of Solutions for Nonconvex $n^{th}$ Order Differential Inclusions
Kristi Karber

Gaps between summands in generalized Zeckendorf decompositions
Olivia Beckwith

Looking for a few good means
Bruce R. Ebanks

Dynamical deltoids
Joshua P. Bowman

Distribution of Missing Sums in Sumsets
Oleg Lazarev

The Distribution of Generalized Ramanujan Primes
Ryan Ronan

The Firefighter Problem for Directed Grids
Daniel P. Biebighauser

On quasidiagonality of continuous fields
Jose L. Lugo

Minimumsize convex decompositions in d dimensions
Carlos M. Nicolas

Moment Formulas for Ensembles of Classical Compact Groups
Steven J. Miller

An inverse approach to the LittlewoodRichardson Rule for the Ktheoretic coproducts
Huilan Li

Thompson's Group and the Four Color Theorem
Garry S. Bowlin

BGG reciprocity for the current algebra of $\mathfrak {sl}_2$
Matthew L. Bennett

A Variation of the ElGamal Encryption Method
Mark Wissler

Encrypting into Polynomials
Lavinia Ciungu

Global Weyl modules for twisted loop algebras
Nathaniael J Manning

Virus Dynamics in Star Graphs
Alexander GreavesTunnell

A Characterization of Homeomorphisms on Cantor Sets by Orbit Structures
Casey L Sherman

The Coefficient Space of Polynomial Knots
Lee Stemkoski

Randomly Altering Graphs via Vertex Switching
Jacob Hughes

On FourierMukai type functors
Alice Rizzardo

How Many Unique 4 by 4 Natural Magic Squares are There?
Peter Staab

Counting the Number of Invalid Reductions of Fractions  How ``Weird are ``Weird" Fractions?"
Ryan Stuffelbeam

Cops and Robber on the hypercube
David Offner

Combinatorial Interpretations of Congruences for the sptfunction
Jie L. Liang

Evaluation of infinite products involving Fibonacci and Lucas numbers
Jonathan Sondow

Benford's Law and Dependent Random Variables
Thealexa G Becker

Regular Graded Skew Clifford Algebras of Low Global Dimension
Manizheh Nafari

Bifurcations of Inverse Functions: A Story of Undergraduate Research
Jody M Sorensen

A tail of two series
Johann A Thiel

The Necessary Condition For $\bar{\partial}$equation in H\older space in $\mathbb{C}^3$"
Young Hwan You

On global invariants of fibrations of smooth complete intersections
James A Fullwood

Necessary Spectral Conditions for 2coloring Regular 3uniform Hypergraphs
Franklin H.J. Kenter

Primes of the Form $x^2+ny^2$ and the Geometry of Convenient Numbers
Thomas R. Hagedorn

On the Linear Generating Function for the Charlier Polynomials
Daniel Joseph Galiffa

Adding Complexity to Playing TicTacToe
Mary J Riegel

Geometry of cubics
Sam Northshield

The Poisson Geometry of SU(1,1)
McKenzie R Lamb

Compactness properties of the second uncountable cardinal
Sean D. Cox

Finite Type Knot Invariants
Lena Folwaczny

Improving the Consistency Strength of Reflection at $\aleph_{\omega+1}$
Zachary Paul Faubion

Explicit Plancherel Measure for $PGL_2$ over a $p$adic field
Carlos De la Mora

A functional equation for a prehomogeneous vector space and unitary representations of $GL(2n,R)$
Juhyung Lee

a CLT for independent nonidentical processes
Yuping Yang

LusternikSchnirelmann Category and the connectivity of $X$
Nicholas A Scoville

Minimizing the Jacobian Integral
Colin Carroll

Method to extract names of geographical features from images of maps  A theoretical case study
Sridevi Pudipeddi

TPA: A New Method for Approximate Counting
Sarah Schott

Trajectory Controllability of Nonlinear Integrodifferential System
Dimplekumar N. Chalishajar

The logistic genderstructured model with ephemeral pair bonds and isolation from reproduction (report on an REU project at Valparaiso University)
Daniel Maxin

The $(1+N)$vortex problem: a study of inviscid and weakly viscous vortex relative equilibria
Anna M. Barry

Intermittency and chaos near Hopf bifurcation with broken $O(2)\times O(2)$ symmetry
Yang Zou

Comparative analysis of a few fast numerical schemes for finding positive and some signchanging solutions to timeindependent GrossPitaevskii type equations with general potentials
Yuriy Shlapak

Memory Effects for the Heat Conductivity of Random Suspensions of Spheres
Abhinandan Chowdhury

Searching for the Best Quadratic Approximation of a Function
Yajun Yang

The Dynamic Programming Equation for a Deterministic Optimal Control Problem
Jesus A. Pascal

Zhanbo Yang

Combinatorial Proofs of Fibonacci Identities by Means of the Path Graph
John T. Jacobson

Domination and Independence on the Triangular Honeycomb Chessboard
Hong Lien T. Tran

Using Screen Capture Video to Aid Instruction
Pat Kiihne

Mentoring Junior Faculty: A Formula for Success
Jenna P. Carpenter

What can a right triangle look like?
Steven Schlicker

Red, White, and Blue: Pythagorean Triples in Undergraduate Mathematics Teaching
Homer W. Austin

How I Taught A Course About The History Of Mathematics For The First Time
Ricardo Enrique Rojas

Deciphering a Message Using the Vigen$\grave{e}$re Square
Bill Linderman

Resistance is Futile: Understanding the Effect of Resistance in Physical Systems"
Perry Y.C. Lee

Into the deep end of the mathematical pool: some preliminary experiences teaching with IBL
Kayla Bradley Dwelle

Modeling Examination scores with the Wakeby Distribution
Bernard Beecher

What Does the Normality Test Indicate About the Coverage Probability of the One Sample tbased Confidence Interval?
Daniel J. Ghezzi

The Algebraic Thinking Project and the Encyclopedia of Algebraic Thinking
Colin Starr

The BraikenridgeMaclaurin Construction
Salvatore Giunta

Creating a Meaningful Mock Classroom Experience for PreService Secondary Teachers
Becky E Hall

Mathematics Teacher Preparation in Shanghai for Grades 19
Hong Yuan

Tiling Deficient Chessboards with $n$Polyominoes
Kristina J Woodside

Counting Liars and Truthtellers: Binomial Identities through Logic Puzzles
Oscar Levin

Asymptotic Behavior of some Strodt Polynomials
Timothy B. Flowers

Wilf's conjecture
Valerio De Angelis

Exposed and strongly exposed points in symmetric spaces of measurable operators
Malgorzata M Czerwinska

Hua Lookeng's Movement of Popularizing Mathematics and Quantitative Literacy (1958 to 1985)
Jean W. Richard

A Student Inspired Capstone Experience
Elyn Rykken

Native Americanbased Mathematics Materials for Undergraduate Courses
Charles Peter Funkhouser

Perceptions of Turkish High School Mathematics Teachers Regarding the 2005 Curricular Changes and Their Effects on Mathematical Proficiency and University Entrance Exam Preparation
S Nihan Er

Benjamin Franklin's Magic
Rebecca Garcia

Mentoring and Networking Mathematics and Science Majors in Applying Mathematics
Frederick A. Adkins

Communication: The Success to Online Courses
Edward D. Smith
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