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Recent Advancements in Graph Theory de N. P. Shrimali

Recent Advancements in Graph Theory: Mathematical Engineering, Manufacturing, and Management Sciences

Editat de N. P. Shrimali, Nita H. Shah
en Limba Engleză Paperback – 4 oct 2024
Graph Theory is a branch of discrete mathematics. It has many applications to many different areas of Science and Engineering. This book provides the most up-to-date research findings and applications in Graph Theory.

This book focuses on the latest research in Graph Theory. It provides recent findings that are occurring in the field, offers insights on an international and transnational levels, identifies the gaps in the results, and includes forthcoming international studies and research, along with its applications in Networking, Computer Science, Chemistry, and Biological Sciences, etc.

The book is written with researchers and post graduate students in mind.
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Specificații

ISBN-13: 9780367612498
ISBN-10: 0367612496
Pagini: 410
Ilustrații: 204
Dimensiuni: 156 x 234 mm
Greutate: 0.76 kg
Ediția:1
Editura: CRC Press
Colecția CRC Press
Seria Mathematical Engineering, Manufacturing, and Management Sciences

Locul publicării:Boca Raton, United States

Public țintă

Academic, General, and Undergraduate Advanced

Cuprins

1. Graph Labeling. 2. Domination in Graphs. 3. Graph Coloring. 4. Graph Algorithm. 5. Energy of a Graph.

Notă biografică

Dr. N. P. Shrimali joined the Department of Mathematics, Gujarat University as a lecturer on 16th January, 1998. Presently, he is working as an associate professor in the same department. He did his Ph.D. in point-set topology in the year 2013 from Saurashtra University, Rajkot. Four research papers were published during his Ph.D. Presently, he is working in the area of graph theory especially in graph labeling. Three students completed their M.Phil. under his supervision. Five Ph.D. students are registered under his supervision. Four students are doing research in graph labeling and one student doing in point-set topology. He has published 12 research papers in graph labeling in national as well as international joumals. He has presented 7 research papers in national as well as international conferences. He is involved in preparing various syllabi in his department. He is a life member of Gujarat Ganit Mandal, Indian Mathematical Society, Academy of Discrete Mathematics & its Applications (ADMA) and Gwalior Academy of Mathematical Sciences (GAMS). He also serves as the convener of P C Vaidya Sanman Nidhi Trust. This trust publishes a joumal titled Mathematics Today.
Prof. Nita H. Shah is head of Department of Mathematics in Gujarat University, India. She received her Ph.D. in Statistics from Gujarat University in 1994. She is post-doctoral visiting research fellow of University of New Brunswick, Canada. Her research interests include inventory modeling in supply chain, robotic modeling, Mathematical modeling of infectious diseases, image processing, Dynamical systems and its applications etc. She has completed 3 - UGC sponsored projects. She has published 13 monograph, 5 textbooks, and 475+ peer-reviewed research papers. Five edited books are prepared for igi-global and springer with co-editor as Dr. Mandeep Mittal. Her papers are published in high impact Elsevier, Inderscience and Taylor and Francis journals. By the Google scholar, the total number of citations is over 2919 and the maximum number of citation for a single paper is over 174. The H-index is 24 up to March 2020 and i-10 index is 73. She has guided 28 Ph. D. Students and 15 M.Phil Students till now. Eight students are pursuing research for their Ph. D. degree and one post-doctoral fellow of D. S. Kothari-UGC. She has travelled in USA singapore, Canada, South Africa, Malaysia, and Indonesia for giving talks. She is Vice-President of Operational Research Society of India. She is council member of Indian Mathematical Society.

Descriere

Graph Theory is a branch of discrete mathematics. It has many applications to many different areas of Science and Engineering. This book provides the most up-to-date research findings and applications in Graph Theory.