11 citations · 14 across the 8 of their papers we have counts for
8 papers
The Plum-Blossom Wedge Product Method for Multiplication and Division of Multi-digit Integers
Yongwen Zhu
For two integers and , the plum-blossom product of and is defined as the ones of the usual product of and if the ones is less than or equal to , or otherw…
A Multiplication Formula and Its Application
Yongwen Zhu
This article presents a vertical multiplication formula for calculating the multiplication of any two multi-digit integers, which may be not only used to design the multiplier but…
On the Nine-Palace Arithmetic -- A New Method of Mental Calculation
Yongwen Zhu
Based on the nine-palace diagram, we establish the systematical geometric theory of arithmetic, which can realize the arithmetical addition, subtraction, multiplication, division a…
Finite size scaling theory for percolation with multiple giant clusters
Yong Zhu, Xiaosong Chen
A approach of finite size scaling theory for discontinous percolation with multiple giant clusters is developed in this paper. The percolation in generalized Bohman-Frieze-Wormald…
Revealing the phase transition behaviors of k-core percolation in random networks
Yong Zhu, Xiaosong Chen
The -core percolation is a fundamental structural transition in complex networks. Through the analysis of the size jump behaviors of -core in the evolution process of network…
Finite size scaling theory for percolation phase transition
Yong Zhu, Xiaosong Chen
The finite-size scaling theory for continuous phase transition plays an important role in determining critical point and critical exponents from the size-dependent behaviors of qua…
Critical behaviors and universality classes of percolation phase transitions on two-dimensional square lattice
Yong Zhu, Ziqing Yang, Xin Zhang +1
We have investigated both site and bond percolation on two dimensional lattice under the random rule and the product rule respectively. With the random rule, sites or bonds are add…
Structure of Clifford Semigroups of Matrices
Yongwen Zhu
In this paper, we characterize completely the structure of Clifford semigroups of matrices over an arbitrary field. It is shown that a semigroups of matrices of finite order is a C…