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Elementary Transformation Semigroups and Their Generating Equations

机译:初等变换半群及其生成方程

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摘要

As is known, beginning in the fundamental papers by E. Hille, R. Phillips, and other authors, an important place in the theory of equations of parabolic type is occupied by one-parameter semigroups of linear transformations U(t), T ≥ 0, said to be canonical and determined by the relation U(α ? β) = U(α)U(β), where α and β are real or complex numbers [8, p. 275 of the Russian translation]. In the system of numbers under consideration, there is a subset determining semigroups corresponding to various addition operations.
机译:众所周知,从E. Hille,R。Phillips和其他作者的基础论文开始,抛物线型方程组理论中的一个重要位置是线性变换U(t)的一参数半群,T≥ 0,表示是标准的,由关系U(α?β)= U(α)U(β)决定,其中α和β是实数或复数[8,p。俄语翻译[275]。在所考虑的数字系统中,有一个子集确定对应于各种加法运算的半群。

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