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Chebyshev Constants, Transfinite Diameter, and Computation on Complex Algebraic Curves

机译:Chebyshev常数,超限直径和复杂代数曲线的计算

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摘要

New notions of directional Chebyshev constant and transfinite diameter have recently been studied on certain algebraic curves in (Ma'u, Indiana Univ Math J 60:1767-1796, 2011). The theory is extended here to curves in C(N)for arbitrary N. The results are analogous but require more methods from computational algebraic geometry.
机译:最近在(Ma'u,Indiana Univ Math J 60:1767-1796,2011)中对某些代数曲线研究了定向Chebyshev常数和超限直径的新概念。此处将理论扩展到任意N的C(N)曲线。结果相似,但需要更多的计算代数几何方法。

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