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math.NT2026
A statistical model for points expanding in higher dimensions while being tied to bijective involutions
Cristian Cobeli, The Nguyen, Alexandru Zaharescu
Let be a set with elements, let be a bijective involution, and let~ be the set of sequences $(x_1,\dots,…
math.NT2024
On the order of 4-dimensional regular polytope numbers
Anji Dong, The Nguyen, Alexandru Zaharescu
In light of Kim's conjecture on regular polytopes of dimension four, which is a generalization of Waring's problem, we establish asymptotic formulas for representing any sufficient…