Computational algebraic and analytic geometry : AMS special sessions on computational algebraic and analytic geometry for low-dimensional varieties, January 8, 2007: New Orleans, LA, January 6, 2009: Washington, DC, January 6, 2011: New Orleans, LA

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Computational algebraic and analytic geometry : AMS special sessions on computational algebraic and analytic geometry for low-dimensional varieties, January 8, 2007: New Orleans, LA, January 6, 2009: Washington, DC, January 6, 2011: New Orleans, LA

Mika Seppälä, Emil Volcheck, editors

(Contemporary mathematics, 572)

American Mathematical Society, c2012

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Includes bibliographical references

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This volume contains the proceedings of three AMS Special Sessions on Computational Algebraic and Analytic Geometry for Low-Dimensional Varieties held January 8, 2007, in New Orleans, LA; January 6, 2009, in Washington, DC; and January 6, 2011, in New Orleans, LA. Algebraic, analytic, and geometric methods are used to study algebraic curves and Riemann surfaces from a variety of points of view. The object of the study is the same. The methods are different. The fact that a multitude of methods, stemming from very different mathematical cultures, can be used to study the same objects makes this area both fascinating and challenging.

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