A Study of Solution to the Error-Eliminating Programming

GUO  Kai-Zhong; GUI  Xi-Lin

English Version Journal Login

您当前的位置：

首页 >

文章列表页 >

A Study of Solution to the Error-Eliminating Programming

更新时间：2026-05-27

- A Study of Solution to the Error-Eliminating Programming
- Vol. 27, Issue 1, Pages: 1-7(2010)
- 作者机构：
- 作者简介：
- 基金信息：
- DOI：
  CLC：
- Online First：25 March 2010，
  
  Published：2010
- 稿件说明：
移动端阅览
郭开仲, 闺惜琳. 消错规划求解研究[J]. 广东工业大学学报, 2010, 27(1): 1-7.

GUO Kai-Zhong, GUI Xi-Lin. A Study of Solution to the Error-Eliminating Programming[J]. 2010, 27(1): 1-7.
郭开仲, 闺惜琳. 消错规划求解研究[J]. 广东工业大学学报, 2010, 27(1): 1-7. DOI：

GUO Kai-Zhong, GUI Xi-Lin. A Study of Solution to the Error-Eliminating Programming[J]. 2010, 27(1): 1-7. DOI：

摘要

在错误矩阵的研究基础上，研究用错误矩阵方程表示系统资源约束和用对象集合表示条件与人为约束的消错规划优化模型．对两类规划错误矩阵方程，一类：Ax 二B 、A . x = B 、A ▲ X 二B 、A VX 二B 、A 八X 二凡二类：XA 二B 、x . A = B 、x ▲ A = B 、XVA 二B 、x 八A 二B ，本文基于二类1 方程从＝B 与客观、人为、需求等3 种限制构成规划模型，并研究此规划的求解方法、解的存在性、解的形式，并进一步研究了这类消错规划模型规划的求解，最后给出了一个应用示例．

Abstract

It introduces the concept of error matrix and studies the optimization model for error-eliminating program—ming．The system resource constraint is expressed by error matrix equation，and the conditions and artificial con·straints are expressed by object sets in the optimization model．All of the error matrix equations are classfied into twogroups，which are type one：AX=B，A●X=B，AAX=B，AVX=B，AAX=B；and type two：XA=B，XQA=曰，X▲A=B，XVA=B，XAA=B．The solution method，the existence of solution．and the form of solution for error—eliminating programming，based on the first kind of type two equation XA=B．have been presented．Finally，anexample of solving the problem with error—eliminating programming is given．

关键词

Keywords

references

蒋正风．股市风险与防范[M]．北京：华文出版社，1998.

盛勇，程文。风险防范与陷阱回避[M]．北京：企业管理出版社，1998.

郭开仲，张式强．消错学引论[M]．广州：华南理工大学出版社．1995.

郭开仲，张式强．判别企业固定资产投资决策错误的理论和方法[M]．广州：华南理工大学出版社，1995.

刘永清，郭开仲．复杂大系统的冲突与错误的理论与方法[M]．广州：华南理工大学出版社，2000.

郭开仲，张式强．错误集论[M]．长沙：中南工业大学出版社，2001.

郭开仲．错误逻辑[M]．北京：中国科学出版社，2008.

Guo Kaizhong，uu Shiyong．Research on laws of securityrisk—errodogic system with critical point Modelling(C)[J]．Measurement&Control，2001，22(1)：l—lO.

Min Xilin，Guo Kaizhong．Knowledge Model Based on ErrotLogic for Intelligent System[c]／／2009 World Congresson Computer Science and information engineering：Los Alamitos，CA：2009，216-220.

Min Xilin，Guo Kaizhong．A Knowledge Discovery Method Based on Error Matrix Equation[C]／／2009 Sixth Internafional Conference on Fuzzy Systems and Knowledge Dis—coverT：Los Alamitos，CA：2009，151-155.

Min Xilin，Guo Kaizhong．A Primary Probe ON the Applieation of Error-eliminating Theory in Urban Traffic Jam Man--agement System[J]．Advances in Systems Science and Applications，2009，9(3)：486—493.

汪成义．模糊数学引论[M]．北京：北京工业大学出版社，1998.

赵总宽．数理辩证逻辑导论[M]．北京：中国人民大学出版社．1995.

Barwise J．Handbook of Mathematical Losic[M]．Amast—dam：North-Holand Publishing Company，1977．

Views

下载量

CSCD

Alert me when the article has been cited

提交

Tools

Publicity Resources

A Study of Solution to the Error-Eliminating Programming Based on Containing-Type Error M atrix Equation

Research on the Optimization of the Material Consumption Control System Based on Management

Ground Deformation Monitoring and Influencing Factors Analysis in Fuzhou City Based on PSI Technology

Research on Foreign Object Detection in Power Transmission Lines Based on the AAGV-YOLOX Model

Robust Design for Artificial Noise-assisted UAV Terahertz Secure Communication

Related Author

MIN Xi-Lin

Cao Wen-jing

Related Institution

No data

AI问答

⁰