In Part I, the impact of an integro-differential operator on parity logic engines (PLEs) as a tool for scientific modeling from scratch is presented. Part II outlines the fuzzy structural modeling approach for building new linear and nonlinear dynamical causal forecasting systems in terms of fuzzy cognitive maps (FCMs). Part III introduces the new type of autogenetic algorithms (AGAs) to the field of evolutionary computing. Altogether, these PLEs, FCMs, and AGAs may serve as conceptual and computational power tools.
| ISBN: | 9783662113806 |
| Publication date: | 3rd October 2013 |
| Author: | Michael Zaus |
| Publisher: | Physica an imprint of Physica-Verlag HD |
| Format: | Paperback |
| Pagination: | 425 pages |
| Series: | Studies in Fuzziness and Soft Computing |
| Genres: |
Systems analysis and design Artificial intelligence Cognition and cognitive psychology Business mathematics and systems Software Engineering Mathematical theory of computation Business applications |
In Part I, the impact of an integro-differential operator on parity logic engines (PLEs) as a tool for scientific modeling from scratch is presented. Part II outlines the fuzzy structural modeling approach for building new linear and nonlinear dynamical causal forecasting systems in terms of fuzzy cognitive maps (FCMs). Part III introduces the new type of autogenetic algorithms (AGAs) to the field of evolutionary computing. Altogether, these PLEs, FCMs, and AGAs may serve as conceptual and computational power tools.
Crisp and Soft Computing With Hypercubical Calculus features in the following genres: Systems analysis and design, Artificial intelligence, Cognition and cognitive psychology, Business mathematics and systems, Software Engineering, Mathematical theory of computation, Business applications
Crisp and Soft Computing With Hypercubical Calculus is available in Paperback, Hardback
Crisp and Soft Computing With Hypercubical Calculus was written by Michael Zaus and published by Physica an imprint of Physica-Verlag HD
Crisp and Soft Computing With Hypercubical Calculus has 425 pages
Yes it is part of Studies in Fuzziness and Soft Computing series