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牛顿之后,在数学分析的发展的全部历史中,内插法由于它巨大的实用价值曾经挑起了许多卓越数学家的智慧.我们伟大的俄国数学家??切比雪夫(??)对这问题曾经作了很大的注意,代数多项式的最重要的内插公式就和他的名字有关,在现时已经完成了的理论研究证明了切比雪夫内插公式在许许多多的情形比利用其他分布法的基本内插点的公式要来得优越,这些研究对实用计算分析提供了绝对的兴趣.
After Newton, in the whole history of the development of mathematical analysis, interpolation has provoked the wisdom of many outstanding mathematicians because of its enormous practical value. Our great Russian mathematician Chebyshev (??) The problem has paid a lot of attention. The most important interpolation formula of algebraic polynomials is related to his name. The theoretical research that has been completed at present proves that Chebyshev interpolation formula is used in many situations more than others. The formula of the basic interpolation point of the distribution method is to be superior, and these studies provide absolute interest in practical calculation and analysis.