The main purpose of this paper is to show that some type of explicit nonlinear Poisson formulas, which is implied by Langlands’ functoriality principle, allows to build “kernels” of automorphic transfer. So, Langlands’ functoriality principle is equivalent to these nonlinear Poisson formulas.

中文翻译：

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兰索斯州立大学的无名氏证明

本文的主要目的是证明Langlands的函数性原理所隐含的某些类型的显式非线性Poisson公式允许构建自构转移的“内核”。因此，Langlands的函数性原理等同于这些非线性泊松公式。