Revisiting products and powers of $(m,p)$ and $(m,\infty)$-isometries

We review known results concerning powers and products of $(m, p)$ -isometries with a view to providing elementary proofs based on properties of polynomials. We consider also the situation when $p = \infty$ where we find elements of graph theory and combinatorics arise naturally.

Revisiting products and powers of $(m, p)$ and $(m, \infty)$ -isometries

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Revisiting products and powers of $(m, p)$ and $(m, \infty)$ -isometries

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Revisiting products and powers of (m,p)(m,p) and (m,∞)(m,∞)-isometries

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Revisiting products and powers of (m,p)(m,p) and (m,∞)(m,∞)-isometries

文献摘要

讨论

|讲解博客

|AI智能校验

Revisiting products and powers of $(m, p)$ and $(m, \infty)$ -isometries

讲解博客

AI智能校验

Revisiting products and powers of $(m, p)$ and $(m, \infty)$ -isometries

讲解博客

AI智能校验