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E-RESOURCE

Title Flows in networks under fuzzy conditions / Alexander Vitalievich Bozhenyuk, Evgeniya Michailovna Gerasimenko, Janusz Kacprzyk, Igor Naymovich Rozenberg.

Published Switzerland : Springer, [2016]
©2017

Copies

Location Call No. Status
 UniM INTERNET resource    AVAILABLE
Physical description 1 online resource (viii, 168 pages) : illustrations.
Series Studies in fuzziness and soft computing, 1434-9922 ; volume 346
Studies in fuzziness and soft computing ; v. 346. 1434-9922
Springer Engineering eBooks 2017 English+International
Bibliography Includes bibliographical references.
Contents Intro; Contents; Introduction; 1 Flow Tasks in Networks in Crisp Conditions; 1.1 Basic Concepts of the Flow Theory; 1.2 Selecting of the Arc Capacities; 1.2.1 Factors Leading to the Problem Statements in Fuzzy Conditions; 1.3 Fuzzy Logic as the Main Tool of Dealing with Uncertainty; 1.4 Flow Tasks in Transportation Networks; 1.4.1 Maximum Flow Finding in a Network; 1.4.2 Maximum Flow Finding in a Network with Nonzero Lower Flow Bounds; 1.4.3 Minimum Cost Flow Finding in a Network; 1.4.4 Minimum Cost Flow Finding in a Network with Nonzero Lower Flow Bounds; 1.5 Flow Tasks in Dynamic Networks
1.5.1 Maximum Flow Finding in Dynamic Networks with Zero and Nonzero Lower Flow Bounds1.5.2 Minimum Cost Flow Finding in Dynamic Network with Zero and Nonzero Lower Flow Bounds; 1.6 Summary; References; 2 Maximum and Minimum Cost Flow Finding in Networks in Fuzzy Conditions; 2.1 Maximum Flow Finding in a Network with Fuzzy Arc Capacities; 2.2 Method of Fuzzy Calculations with Fuzzy Numbers; 2.3 Maximum Flow Finding in a Network with Fuzzy Nonzero Lower and Upper Flow Bounds; 2.4 Minimum Cost Flow Finding in a Network with Fuzzy Arc Capacities and Transmission Costs
2.4.1 Potential Method for the Minimum Cost Flow Finding in a Network with Fuzzy Arc Capacities and Transmission2.5 Minimum Cost Flow Finding in a Network with Fuzzy Nonzero Lower, Upper Flow Bounds and Transmission Costs; 2.6 Summary; References; 3 Flow Tasks Solving in Dynamic Networks with Fuzzy Lower, Upper Flow Bounds and Transmission Costs; 3.1 Definition of the Fuzzy Dynamic Network; 3.2 Maximum Flow Finding in Dynamic Network with Fuzzy Transit Arc Capacities; 3.3 Maximum Flow Finding in Dynamic Network with Fuzzy Transit Nonzero Lower and Upper Flow Bounds
3.4 Minimum Cost Flow Finding in Dynamic Network with Fuzzy Transit Arc Capacities and Transmission Costs3.5 Minimum Cost Flow Finding in Dynamic Network with Fuzzy Nonzero Lower, Upper Flow Bounds and Transmission Costs; 3.6 Summary; References; 4 Implementing the Program for Solving the Flow Tasks in Networks in Fuzzy Conditions; 4.1 Functional Purpose of Proposed Program Complex; 4.2 Description of the Logical Structure of the Software Mode; 4.3 Preparing of Input Data Using GIS ObjectLand; 4.4 Summary; References; Conclusion
Other author Bozhenyuk, Alexander Vitalievich, author.
Gerasimenko, Evgeniya Michailovna, author.
Kacprzyk, Janusz, author.
Rozenberg, Igor Naymovich, author.
SpringerLink issuing body.
Subject Fuzzy logic.
Traffic flow -- Mathematical models.
Electronic books.
ISBN 9783319416182 (electronic bk.)
3319416189 (electronic bk.)
9783319416175 (print)
Standard Number 10.1007/978-3-319-41618-2