Some kinds of the controllable problems for fuzzy control dynamic systems

In this work, we have discussed the fuzzy solutions for fuzzy controllable problem, fuzzy feedback problem, and fuzzy global controllable (GC) problems. We use the method of successive approximations under the generalized Lipschitz condition for the local existence and furthermore, we have described...

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Main Authors: Phu, N. D., Tri, P. V., Hosseini, Seyedali Ahmadian, Salahshour, S., Baleanu, D.
Format: Article
Language:English
Published: American Society of Mechanical Engineers 2018
Online Access:http://psasir.upm.edu.my/id/eprint/73938/
http://psasir.upm.edu.my/id/eprint/73938/1/Some%20kinds%20of%20the%20controllable%20problems%20for%20fuzzy%20control%20dynamic%20systems.pdf
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author Phu, N. D.
Tri, P. V.
Hosseini, Seyedali Ahmadian
Salahshour, S.
Baleanu, D.
author_facet Phu, N. D.
Tri, P. V.
Hosseini, Seyedali Ahmadian
Salahshour, S.
Baleanu, D.
author_sort Phu, N. D.
building UPM Institutional Repository
collection Online Access
description In this work, we have discussed the fuzzy solutions for fuzzy controllable problem, fuzzy feedback problem, and fuzzy global controllable (GC) problems. We use the method of successive approximations under the generalized Lipschitz condition for the local existence and furthermore, we have described the contraction principle under suitable conditions for global existence and uniqueness of fuzzy solutions. We have too the GC results for fuzzy systems. Some examples and computer simulation illustrating our approach are also given for these controllable problems.
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institution Universiti Putra Malaysia
institution_category Local University
language English
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publishDate 2018
publisher American Society of Mechanical Engineers
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spelling upm-739382020-04-29T19:29:20Z http://psasir.upm.edu.my/id/eprint/73938/ Some kinds of the controllable problems for fuzzy control dynamic systems Phu, N. D. Tri, P. V. Hosseini, Seyedali Ahmadian Salahshour, S. Baleanu, D. In this work, we have discussed the fuzzy solutions for fuzzy controllable problem, fuzzy feedback problem, and fuzzy global controllable (GC) problems. We use the method of successive approximations under the generalized Lipschitz condition for the local existence and furthermore, we have described the contraction principle under suitable conditions for global existence and uniqueness of fuzzy solutions. We have too the GC results for fuzzy systems. Some examples and computer simulation illustrating our approach are also given for these controllable problems. American Society of Mechanical Engineers 2018 Article PeerReviewed text en http://psasir.upm.edu.my/id/eprint/73938/1/Some%20kinds%20of%20the%20controllable%20problems%20for%20fuzzy%20control%20dynamic%20systems.pdf Phu, N. D. and Tri, P. V. and Hosseini, Seyedali Ahmadian and Salahshour, S. and Baleanu, D. (2018) Some kinds of the controllable problems for fuzzy control dynamic systems. Journal of Dynamic Systems, Measurement and Control, Transactions of the ASME, 140 (9). pp. 1-10. ISSN 0022-0434 https://incos.tdtu.edu.vn/en/publications/2018/some-kinds-of-the-controllable-problems-for-fuzzy-control-dynamic-systems
spellingShingle Phu, N. D.
Tri, P. V.
Hosseini, Seyedali Ahmadian
Salahshour, S.
Baleanu, D.
Some kinds of the controllable problems for fuzzy control dynamic systems
title Some kinds of the controllable problems for fuzzy control dynamic systems
title_full Some kinds of the controllable problems for fuzzy control dynamic systems
title_fullStr Some kinds of the controllable problems for fuzzy control dynamic systems
title_full_unstemmed Some kinds of the controllable problems for fuzzy control dynamic systems
title_short Some kinds of the controllable problems for fuzzy control dynamic systems
title_sort some kinds of the controllable problems for fuzzy control dynamic systems
url http://psasir.upm.edu.my/id/eprint/73938/
http://psasir.upm.edu.my/id/eprint/73938/
http://psasir.upm.edu.my/id/eprint/73938/1/Some%20kinds%20of%20the%20controllable%20problems%20for%20fuzzy%20control%20dynamic%20systems.pdf