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Tropical Mathematics

机译:热带数学

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This 'article is based on the Clay Mathematics Senior Scholar Lecture that was de-livered by Bernd Sturmfels in Park City, Utah, on July 22, 2004. The topic of this lecture was the tropical approach in mathematics. This approach was in its infancy at that time, but it has since matured and is now an integral part of geometric corn-binatorics and algebraic geometry. It has also expanded into mathematical physics, number theory, symplectic geometry, computational biology, and beyond. We offer an elementary introduction to this subject, touching upon arithmetic, polynomials, curves, phylogenetics, and linear spaces. Each section ends with a suggestion for further re-search. The proposed problems are particularly well suited for undergraduate students. The bibliography contains numerous references for further reading in this field.
机译:这篇文章基于“粘土数学高级学者讲座”,该讲座由Bernd Sturmfels于2004年7月22日在犹他州帕克市进行。本讲座的主题是数学中的热带方法。这种方法在当时还处于起步阶段,但此后已经成熟,现在已成为几何玉米二进制算法和代数几何的有机组成部分。它还扩展到数学物理学,数论,辛几何,计算生物学等领域。我们对这一主题进行了基础介绍,涉及算术,多项式,曲线,系统发育和线性空间。每个部分以建议进一步研究为结尾。所提出的问题特别适合于本科生。参考书目包含许多参考资料,可供在该领域进一步阅读。

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