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INDUCED RATIONAL APPROXIMATIONS OF TRANSCENDENTAL CURVES

机译:超越曲线的有理逼近

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摘要

A novel technique for the construction of positive weight high-precision rational approximations to a class of transcendental curves is presented. The approximations are induced from the rational parametrisations of the circle. The previously published rational parametrisations of the circle are not suited to the induction process and the new parametrisations are constructed in the paper for the purpose. Explicit rational approximations of a number of transcendental curves are then given. The work is a development of the authors' previous work on induced rational parametrisations of special algebraic curves.
机译:提出了一种构造一类先验曲线的正负重高精度有理逼近的新技术。近似值是从圆的有理参数得出的。先前发布的圆的有理参数化不适用于归纳过程,因此在本文中构建了新的参数化。然后给出了许多先验曲线的显式有理逼近。该工作是作者先前关于特殊代数曲线的有理理性参数化的工作的发展。

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