MIVAR: Transition from Productions to Bipartite Graphs MIVAR Nets and Practical Realization of Automated Constructor of Algorithms Handling More than Three Million Production Rules MIVAR: Transition from Productions to Bipartite Graphs MIVAR Nets and Practical Realization of Automated Constructor of Algorithms Handling More than Three Million Production Rules

MIVAR: Transition from Productions to Bipartite Graphs MIVAR Nets and Practical Realization of Automated Constructor of Algorithms Handling More than Three Million Production Rules

    • ¥200
    • ¥200

発行者による作品情報

Annotation. The theoretical transition from the graphs of production systems to the bipartite graphs of the MIVAR nets is shown. Examples of the implementation of the MIVAR nets in the formalisms of matrixes and graphs are given. The linear computational complexity of algorithms for automated building of objects and rules of the MIVAR nets is theoretically proved.

ジャンル
科学/自然
発売日
2013年
8月18日
言語
EN
英語
ページ数
22
ページ
発行者
Aegitas
販売元
Aegitas Inc.
サイズ
1.7
MB
MIVAR Technologies of the Development of Intelligent Systems and the Creation of the Active Multi-Subject Online MIVAR Encyclopaedia MIVAR Technologies of the Development of Intelligent Systems and the Creation of the Active Multi-Subject Online MIVAR Encyclopaedia
2013年
Mathematics in Computational Science and Engineering Mathematics in Computational Science and Engineering
2022年
Advanced Mathematical Techniques in Science and Engineering Advanced Mathematical Techniques in Science and Engineering
2022年
Computational Statistics in Data Science Computational Statistics in Data Science
2022年
Engineering Informatics Engineering Informatics
2013年
Mathematical Methods in Interdisciplinary Sciences Mathematical Methods in Interdisciplinary Sciences
2020年