Bi-level energy optimization model in smart integrated engineering systems using WSN

Based on fuzzy relational inequality, a bi-level linear programme optimizes the visible light brightness and operating costs of access points in a wireless transmission station system. Consider the first computing problem utilizing a minimum solution matrix. A convex infinite set is generated by a r...

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Main Authors: Ajay P., Nagaraj B., Jaya J.
Format: Article
Language:English
Published: Elsevier 2022-11-01
Series:Energy Reports
Subjects:
Online Access:http://www.sciencedirect.com/science/article/pii/S2352484722001834
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author Ajay P.
Nagaraj B.
Jaya J.
author_facet Ajay P.
Nagaraj B.
Jaya J.
author_sort Ajay P.
collection DOAJ
description Based on fuzzy relational inequality, a bi-level linear programme optimizes the visible light brightness and operating costs of access points in a wireless transmission station system. Consider the first computing problem utilizing a minimum solution matrix. A convex infinite set is generated by a restricted number of closed intervals. Second, computing is an objective-domain nonlinear mathematical optimization problem. A multi-objective optimization problem is used to solve the second programming challenge. The constraint set must be used. Use discrete optimization techniques and branch-and-bound procedures for “digital integer linear programming”. Our technique has been shown to be both practical and successful. The programming complexity increases as the organization expands.
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spelling doaj.art-07c2bf30774044fd8f6550bafc26b6b52023-02-21T05:10:24ZengElsevierEnergy Reports2352-48472022-11-01824902495Bi-level energy optimization model in smart integrated engineering systems using WSNAjay P.0Nagaraj B.1Jaya J.2Faculty of Information and Communication Engineering, Anna University, Chennai, India; Corresponding author.Department of ECE, Rathinam Technical Campus, IndiaDepartment of ECE, Hindustan College of Engineering and Technology, Coimbatore, IndiaBased on fuzzy relational inequality, a bi-level linear programme optimizes the visible light brightness and operating costs of access points in a wireless transmission station system. Consider the first computing problem utilizing a minimum solution matrix. A convex infinite set is generated by a restricted number of closed intervals. Second, computing is an objective-domain nonlinear mathematical optimization problem. A multi-objective optimization problem is used to solve the second programming challenge. The constraint set must be used. Use discrete optimization techniques and branch-and-bound procedures for “digital integer linear programming”. Our technique has been shown to be both practical and successful. The programming complexity increases as the organization expands.http://www.sciencedirect.com/science/article/pii/S2352484722001834Fuzzy interactionsBi-level processingMax-product compilationAsymmetric optimizationImplementation of the minimal max-norm matrix are all topics covered
spellingShingle Ajay P.
Nagaraj B.
Jaya J.
Bi-level energy optimization model in smart integrated engineering systems using WSN
Energy Reports
Fuzzy interactions
Bi-level processing
Max-product compilation
Asymmetric optimization
Implementation of the minimal max-norm matrix are all topics covered
title Bi-level energy optimization model in smart integrated engineering systems using WSN
title_full Bi-level energy optimization model in smart integrated engineering systems using WSN
title_fullStr Bi-level energy optimization model in smart integrated engineering systems using WSN
title_full_unstemmed Bi-level energy optimization model in smart integrated engineering systems using WSN
title_short Bi-level energy optimization model in smart integrated engineering systems using WSN
title_sort bi level energy optimization model in smart integrated engineering systems using wsn
topic Fuzzy interactions
Bi-level processing
Max-product compilation
Asymmetric optimization
Implementation of the minimal max-norm matrix are all topics covered
url http://www.sciencedirect.com/science/article/pii/S2352484722001834
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