In this work, we study the problems on rotations of Z n by exploiting the symmetry property. We introduce a randomization framework that can be roughly viewed ...
Dec 18, 2023 · In this work, we study the problems on rotations of Z n by exploiting the symmetry property. We introduce a randomization framework that can be ...
Dec 18, 2023 · In this work, we study the problems on rotations of Z n by exploiting the symmetry property. We introduce a randomization framework that can be ...
Q1: Can the symmetry be used to assist in the solving or the reduction of the computational problems associated with Zn? Q2: Is it feasible to efficiently ...
In this work, we study the problems on rotations of \(\mathbb {Z}^n\) by exploiting the symmetry property. We introduce a randomization framework that can be ...
Exploiting the Symmetry of Zn Z n : Randomization and the Automorphism Problem Kaijie Jiang, Anyu Wang, Hengyi Luo, Guoxiao Liu, Yang Yu and Xiaoyun Wang In ...
Aug 29, 2022 · So my question is: is the automorphism group of a simple symmetric cone an algebraic group? In the classical case, this seems easy and follows ...
Missing: Exploiting Randomization
针对整数格(即同构于Z^n 的格) 提出了一种随机化的归约框架，可以实现在不访问自同构群的前提下，对一个预言机的输出进行随机化，使得其输出的分布在自同构群的作用下保持 ...
Missing: ℤn: | Show results with:ℤn:
Jan 28, 2016 · The answer to the question in your title is clearly no: since symmetric groups appear as automorphism groups of trees, every finite group is a subgroup of an ...
Missing: Exploiting Randomization
Dec 21, 2014 · The automorphism r↦rs2, s↦rs has order 4, not 2, and the full automorphism group is nonabelian and isomorphic to the dihedral group of order 8.
Missing: Symmetry Randomization