Qiang Wang

activity

20122024

most citedPartitions and compositions over finite fields

1 citations · 4 across the 11 of their papers we have counts for

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4 papers · 1 filter

math.NT2023

A classification of permutation binomials of the form $x^{i} + a x$ over $F_{2^{n}}$ for dimensions up to 8

Yi Li, Xiutao Feng, Qiang Wang

Permutation polynomials with few terms (especially permutation binomials) attract many people due to their simple algebraic structure. Despite the great interests in the study of p…

math.NT2023

Wreath products and cascaded FSRs

Alexander Bors, Farzad Maghsoudi, Qiang Wang

We show that the transition function of the cascaded connection of two FSRs can be viewed as a wreath product element. This allows us to study periods of cascaded connections with…

math.NT2023★ 1 cited

Functional graphs of generalized cyclotomic mappings of finite fields

Alexander Bors, Daniel Panario, Qiang Wang

The functional graph of a function $g : X \to X$ is the directed graph with vertex set $X$ the edges of which are of the form $x \to g (x)$ for $x \in X$ . Functional grap…

math.NT2014★ 1 cited

Compositional inverses, complete mappings, orthogonal Latin squares and bent functions

Aleksandr Tuxanidy, Qiang Wang

We study compositional inverses of permutation polynomials, complete mappings, mutually orthogonal Latin squares, and bent vectorial functions. Recently it was obtained in [33] the…

A classification of permutation binomials of the form xi+ax over F2n​ for dimensions up to 8

Wreath products and cascaded FSRs

Functional graphs of generalized cyclotomic mappings of finite fields

Compositional inverses, complete mappings, orthogonal Latin squares and bent functions

A classification of permutation binomials of the form $x^{i} + a x$ over $F_{2^{n}}$ for dimensions up to 8