Fuzzy mathematical analysis and advances in computational mathematics / S.R. Kannan, Mark Last, Tzung-Pei Hong, Chun-Hao Chen, editors.
2022
QA248.5 .F89 2022
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Title
Fuzzy mathematical analysis and advances in computational mathematics / S.R. Kannan, Mark Last, Tzung-Pei Hong, Chun-Hao Chen, editors.
ISBN
9789811904714 (electronic bk.)
9811904715 (electronic bk.)
9789811904707
9811904707
9811904715 (electronic bk.)
9789811904707
9811904707
Published
Singapore : Springer, [2022]
Copyright
©2022
Language
English
Description
1 online resource : illustrations (some color).
Item Number
10.1007/978-981-19-0471-4 doi
Call Number
QA248.5 .F89 2022
Dewey Decimal Classification
511.3/13
Summary
The edited volume includes papers in the fields of fuzzy mathematical analysis and advances in computational mathematics. The fields of fuzzy mathematical analysis and advances in computational mathematics can provide valuable solutions to complex problems. They have been applied in multiple areas such as high dimensional data analysis, medical diagnosis, computer vision, hand-written character recognition, pattern recognition, machine intelligence, weather forecasting, network optimization, VLSI design, etc. The volume covers ongoing research in fuzzy and computational mathematical analysis and brings forward its recent applications to important real-world problems in various fields. The book includes selected high-quality papers from the International Conference on Fuzzy Mathematical Analysis and Advances in Computational Mathematics (FMAACM 2020).
Note
International conference proceedings.
Includes author index.
Includes author index.
Access Note
Access limited to authorized users.
Source of Description
Online resource; title from PDF title page (SpringerLink, viewed April 14, 2022).
Added Author
Added Meeting Name
Series
Studies in fuzziness and soft computing ; v. 419.
Available in Other Form
Print version: 9789811904707
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Table of Contents
Bipolar Complex Pythagorean Fuzzy Graphs
Modified Operations Of Trapezoidal Fuzzy Numbers For Solving Fuzzy Linear Programming Problems
An Innovative Method for Finding Optimal Solution Fully Solved by Using Generalized Quadratic Fuzzy Transportation Problems
A New Ranking Method For Solving Nanogonal Fuzzy Transportation Problem
Novel Arithmetic Operations On Ivifns And Their Properties On Ranking Functions.
Modified Operations Of Trapezoidal Fuzzy Numbers For Solving Fuzzy Linear Programming Problems
An Innovative Method for Finding Optimal Solution Fully Solved by Using Generalized Quadratic Fuzzy Transportation Problems
A New Ranking Method For Solving Nanogonal Fuzzy Transportation Problem
Novel Arithmetic Operations On Ivifns And Their Properties On Ranking Functions.