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Solutions of infinite order differential equations without the grouping phenomenon and a generalization of the Fabry-Polya theorem

机译:无分组现象的无穷微分方程解和Fabry-Polya定理的推广

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摘要

Let {lambda n}(n=1)(similar to) be a sequence of distinct complex numbers diverging to infinity so that vertical bar lambda(n)vertical bar <= vertical bar lambda(n+1)vertical bar for all n is an element of N, and let {mu(n)}(n=1)(similar to) be a sequence of positive integers. Consider the set
机译:令{lambda n}(n = 1)(类似于)是发散到无穷大的不同复数的序列,因此所有n的垂直条lambda(n)垂直条<=垂直条lambda(n + 1)垂直条对于所有n为N的元素,令{mu(n)}(n = 1)(类似于)是一个正整数序列。考虑集合

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