Call for Chapters: Advancements in Fuzzy Reliability Theory


Akshay Kumar, Mangey Ram, Om Prakash Yadav

Call for Chapters

Proposals Submission Deadline: June 15, 2020
Full Chapters Due: July 30, 2020
Submission Date: October 11, 2020


In recent years, substantial efforts are being made in the development of reliability theory including fuzzy reliability theories and their applications to various areas of real life problems. The aim of the present research work is also to introduce the concept of reliability fuzzy set theory including various methods, techniques and algorithms. Fuzzy set theory widely used in decision making and multi criteria such as Management and Engineering etc. There are several types of fuzzy set theory such as intuitionistic fuzzy, Hesitant fuzzy, Dual Hesitant fuzzy, Bifuzzy, Picture fuzzy etc. based on triangular and trapezoidal fuzzy number for evaluate the uncertainty of real life systems such as series, parallel and complex systems. In the decade fuzzy reliability having effective tools and techniques based on real set theory for proposed models.


To publish the original research studies and articles that brings up the latest applications of fuzzy reliability theory applications in engineering areas.

Target Audience

Undergraduate, Postgraduate Students of Engineering and Allied Branches; Engineers, Research Scientists/ Academicians involved in fuzzy reliability theory applications in engineering areas.

Recommended Topics

Contributors are welcome to submit chapters on the following fuzzy reliability theory applications in various engineering fields like:

 Fuzzy Reliability In Decision Making
 Fuzzy Reliability Computing systems
 Fuzzy Reliability In Environment Systems
 Uncertainty Fuzzy Reliability
 Fuzzy Reliability In Multi Criteria Decision Making
 Rough Fuzzy Reliability
 Crisp Reliability Theory
 Triangular Fuzzy Number
 Interval Valued Fuzzy Reliability
 Intuitionistic fuzzy Reliability In System
 Cold Stand By Fuzzy Reliability System
 Fuzzy Reliability Optimization
 Fault Tree Fuzzy Reliability
 Fuzzy Systems Reliability
 Random Fuzzy Reliability Extension
 Fuzzy Reliability In Multi-State System
 Random Fuzzy Reliability Variable
 Hesitant and Dual Hesitant Fuzzy Reliability
 Imprecise Fuzzy Reliability
 Bayesian Approach Fuzzy Reliability
 Manufacturing Systems Fuzzy Reliability
 Interval Arithmetic Fuzzy Reliability
 Fuzzy Reliability of Multi-objective Optimization
 Fuzzy Reliability of Nano and Micro-systems
 Fuzzy Reliability Universal Generating Function Approach
 Fuzzy reliability of Linear Programming Problems
 Fuzzy Reliability of Process and System Control
 Fuzzy Reliability of Process Optimization
 Fuzzy Reliability of Non-Repairable Systems
 Time Dependent Fuzzy Reliability
 Traditional Fuzzy Reliability Theory
 System Identification and Modelling of Fuzzy Reliability
 Fuzzy Reliability of Systems Integration
 Fuzzy Reliability of Telecommunications System
 Time Series Prediction of Fuzzy Reliability
 Fuzzy reliability theory applications in computer science/electrical engineering/manufacturing engineering/industrial engineering/chemical engineering/mechanical engineering/civil engineering/engineering management/ bioengineering/and biomedical engineering

Submission Procedure

Researchers and practitioners are invited to submit on or before June 15 2020, 2020, a chapter proposal of 1,000 to 2,000 words clearly explaining the mission and concerns of his or her proposed chapter. Authors will be notified by June 30, 2020 about the status of their proposals and sent chapter guidelines. Full chapters are expected to be submitted by July 30, 2020, and all interested authors must consult the guidelines for manuscript submissions at prior to submission. All submitted chapters will be reviewed on a double-blind review basis. Contributors may also be requested to serve as reviewers for this project.

Note: There are no submission or acceptance fees for manuscripts submitted to this book publication, Advancements in Fuzzy Reliability Theory. All manuscripts are accepted based on a double-blind peer review editorial process.

All proposals should be submitted through the eEditorial Discovery®TM online submission manager.


This book is scheduled to be published by IGI Global (formerly Idea Group Inc.), publisher of the "Information Science Reference" (formerly Idea Group Reference), "Medical Information Science Reference," "Business Science Reference," and "Engineering Science Reference" imprints. For additional information regarding the publisher, please visit This publication is anticipated to be released in 2021.

Important Dates

Proposal submission deadline: June 15, 2020
Notification of acceptance: June 30, 2020
Full chapter submission: July 30, 2020
Review results due to authors: August 16, 2020
Revisions due from authors: September 13, 2020
Final acceptance/rejection notification due to authors: September 27, 2020
All final accepted materials due from authors: October 11, 2020


Dr. Akshay Kumar
Department of Mathematics, Graphic Era Hill University
Dehradun, 248002 (Uttarakhand), India

Prof. (Dr.) Mangey Ram
Department of Mathematics, Computer Science and Engineering, Graphic Era University
Dehradun, 248002 (Uttarakhand), India

Prof. (Dr.) Om Prakash Yadav
Department of Industrial and Manufacturing Engineering,
North Dakota State University, Fargo, USA.


Business and Management; Computer Science and Information Technology; Science and Engineering
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