Yingpu Deng

activity

20232026

most citedConvergence, Finiteness and Periodicity of Several New Algorithms of p-adic Continued Fractions

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

collaborators

4 papers

math.CO2026

Nonexistence of certain classes of generalized bent functions: Revisiting the element partition method

Shi Ying, Yingpu Deng

We obtain new nonexistence results for two classes of generalized bent functions from $Z_{q}^{n}$ to $Z_{q}$ , called type $[n, q]$ generalized bent functions. The…

math.NT2024

An Explicit Construction of Orthogonal Basis in $p$ -adic Fields

Chi Zhang, Yingpu Deng

In 2021, the $p$ -adic signature scheme and public-key encryption cryptosystem were introduced. These schemes have good efficiency but are shown to be not secure. The attack succeed…

math.NT2023

Norm Orthogonal Bases and Invariants of $p$ -adic Lattices

Chi Zhang, Yingpu Deng, Zhaonan Wang

In 2018, the longest vector problem (LVP) and the closest vector problem (CVP) in $p$ -adic lattices were introduced. These problems are closely linked to the orthogonalization proc…

math.NT2023★ 1 cited

Convergence, Finiteness and Periodicity of Several New Algorithms of p-adic Continued Fractions

Zhaonan Wang, Yingpu Deng

$p$ -adic continued fractions, as an extension of the classical concept of classical continued fractions to the realm of $p$ -adic numbers, offering a novel perspective on number rep…

Nonexistence of certain classes of generalized bent functions: Revisiting the element partition method

An Explicit Construction of Orthogonal Basis in p-adic Fields

Norm Orthogonal Bases and Invariants of p-adic Lattices

Convergence, Finiteness and Periodicity of Several New Algorithms of p-adic Continued Fractions

An Explicit Construction of Orthogonal Basis in $p$ -adic Fields

Norm Orthogonal Bases and Invariants of $p$ -adic Lattices