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Affine Algebraic Geometry

Jaime Gutierrez, Vladimir Shpilrain and Jie-Tai Yu, editors
Publisher: 
American Mathematics Society
Publication Date: 
2005
Number of Pages: 
276
Format: 
Paperback
Series: 
Contemporary Mathematics 369
Price: 
79.00
ISBN: 
0-8218-3476-2
Category: 
Proceedings
We do not plan to review this book.
* Open problems in affine algebraic geometry (collected by G. Freudenburg and P. Russell)
* T. Asanuma -- Purely inseparable $k$-forms of affine algebraic curves
* T. Asanuma, S. M. Bhatwadekar, and N. Onoda -- Generic fibrations by $A^1$ and $A^*$ over discrete valuation rings
* M. de Bondt and A. van den Essen -- Hesse and the Jacobian Conjecture
* P. Cassou-NoguÅ s -- Bad field generators
* V. Drensky -- Coordinates in ideals of polynomial algebras
* H. Flenner and M. Zaidenberg -- On the uniqueness of $\mathbb{C}^*$-actions on affine surfaces
* T. Kambayashi and M. Miyanishi -- On two recent views of the Jacobian Conjecture
* T. Kishimoto -- Singularities on normal affine 3-folds containing $\mathbb{A}^1$-cylinderlike open subsets
* H. Kraft -- Free $\mathbb{C}^+$-actions on affine threefolds
* L. Makar-Limanov -- Again $x+x^2y+z^2+t^3=0$
* K. Masuda and M. Miyanishi -- Equivariant cancellation for algebraic varieties
* R. Peretz -- Constructing polynomial mappings using non-commutative algebras
* T. Shaska and J. L. Thompson -- On the generic curve of genus 3
* I. E. Shparlinski -- Orders of points on elliptic curves
* V. Shpilrain and J.-T. Yu -- Test polynomials, retracts, and the Jacobian conjecture
* D. Wright -- The Jacobian Conjecture: ideal membership questions and recent advances

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