Almost-periodic algebras and their automorphisms

A symmetric m-tilings model on the plane is assembled to be a phase portrait for a structurally stable Hamiltonian system. Integral of the system is the quasi-periodic function with m-fold rotational symmetry being result of the semi-dynamic system action on the unit interval. Some examples for pentagonal and heptagonal tilings has been built in detail. Some properties of an additive measure and order for tilings have been discussed.

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Structurally Stable Symmetric Tilings on the Plane

Макарова

Kovalew

Serow

2021

Nonlinear Phenomena in Complex Systems

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Almost-periodic algebras and their automorphisms

Cited by 1 publication

References 8 publications

Structurally Stable Symmetric Tilings on the Plane

Structurally Stable Symmetric Tilings on the Plane

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