|
Mathematical Treasure: Farrar’s Translation of Lacroix’s Algebra |
|
Mathematical Treasure: Euler's Elements of Algebra |
|
Mathematical Treasure: Jacques Peletier’s l’Algebra |
|
Mathematical Treasure: Works of Abel and Galois |
|
Irving Kaplansky Selected Papers and Other Writings |
|
Collected Papers - Gesammelte Abhandlungen |
|
Mathematical Treasure: Al-Amili's Quintessence of Calculation |
|
Mathematical Treasure: Zhu Shijie’s New Arithmetic |
|
Mathematical Treasure: Oughtred's Clavis Mathematicae |
|
Mathematical Treasure: Jeremiah Day's Introduction to Algebra |
|
Mathematical Treasure: Sturm's Elements of Mathematics |
|
Mathematical Treasure: Alexander's Synopsis Algebraica |
|
Mathematical Treasure: Thomas Harriot's Algebra |
|
Mathematical Treasure: Dirichlet on Number Theory |
|
Mathematical Treasure: Davies' American Textbooks |
|
Algebraic Monoids, Group Embeddings, and Algebraic Combinatorics |
|
Taming the Unknown: A History of Algebra from Antiquity to the Early Twentieth Century |
|
Combinatorial Algebra: Syntax and Semantics |
|
A foundation for PROPs, Algebra, and Modules |
|
Foundations of Garside Theory |
|
Descartes’ Method For Constructing Roots Of Polynomials With ‘Simple’ Curves - Introduction |
|
A GeoGebra Rendition of One of Omar Khayyam's Solutions for a Cubic Equation - Introduction |
|
A GeoGebra Rendition of One of Omar Khayyam's Solutions for a Cubic Equation - Polynomials in History of Mathematics Courses |
|
A GeoGebra Rendition of One of Omar Khayyam's Solutions for a Cubic Equation - A Common Cubic Narrative |
|
A GeoGebra Rendition of One of Omar Khayyam's Solutions for a Cubic Equation - Omar Khayyam and Cubic Equations |
|
A GeoGebra Rendition of One of Omar Khayyam's Solutions for a Cubic Equation - Khayyam's Construction |
|
A GeoGebra Rendition of One of Omar Khayyam's Solutions for a Cubic Equation - Khayyam's Geometric Demonstration |
|
A GeoGebra Rendition of One of Omar Khayyam's Solutions for a Cubic Equation - An Algebraic Rendering of the Demonstration |
|
A GeoGebra Rendition of One of Omar Khayyam's Solutions for a Cubic Equation - Shouldn't a Cubic Have Three Roots? |
|
A GeoGebra Rendition of One of Omar Khayyam's Solutions for a Cubic Equation - References |
