Universality of almost periodic orbits in certain composite functions
arXiv:2310.00290v7
Originality Synthesis-oriented
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This work addresses a theoretical problem in algebraic frameworks for mathematicians, but it appears incremental as it builds on existing concepts without broad application.
The paper tackled the problem of characterizing composite functions through almost periodic orbits, finding that certain composite functions asymptotically approach these orbits without using Fourier transforms.
We consider composite functions in the elementary algebraic framework. Without any use of the Fourier transform, we find almost periodic orbits which suitably characterizes certain composite functions. In particular, we provide special composite functions that tend asymptotically to almost periodic orbits.