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Assoc. Prof. Dr. Ali Asghar Talebi | Fuzzy graphs | Best Researcher Award

A University Professor at University of Mazandaran, Iran📖

Ali Asghar Talebi is an Associate Professor at the University of Mazandaran, specializing in algebraic graphs, fuzzy graphs, and coding theory. His work is distinguished by innovative contributions to mathematical graph theory and its applications, particularly in fuzzy systems and group theory.

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Education Background🎓

Dr. Ali Asghar Talebi, an Associate Professor of Mathematics at the University of Mazandaran, possesses an extensive academic background in mathematical sciences. He completed his undergraduate and graduate studies in mathematics, focusing on advanced theoretical concepts and their practical applications. Dr. Talebi has demonstrated a remarkable commitment to expanding the frontiers of mathematical knowledge, particularly in the fields of algebraic graphs, fuzzy graphs, and coding theory. His education has been instrumental in shaping his research interests, which have led to significant contributions to the academic community through numerous publications and collaborative projects.

Professional Experience🌱

With extensive academic experience, Dr. Talebi has authored over 40 impactful research papers in esteemed journals and conferences. His work spans advanced topics in graph theory, interval-valued fuzzy graphs, and intuitionistic fuzzy graphs, contributing significantly to applied mathematics. He actively collaborates with international scholars, advancing research in mathematical structures and applications across diverse domains such as energy management, healthcare, and network systems.

Research Interests🔬
  • Algebraic Graphs
  • Fuzzy Graphs and Vague Graphs
  • Intuitionistic and Interval-Valued Graphs
  • Group Theory Applications
  • Coding Theory
  • Graph-based Applications in Energy Management and Healthcare

Author Metrics

  • Publications: 46+ research papers published in reputed journals such as Symmetry, Automation in Construction, and Frontiers in Physics.
  • Citations: [Include the citation count if available, e.g., over 500 citations.]
  • H-Index: [Include the H-index if available, e.g., H-index of 10.]
  • Collaborations: Co-authored with eminent researchers from institutions worldwide, contributing to interdisciplinary and applied research.
Publications Top Notes 📄

1. “Isomorphism on Interval-Valued Fuzzy Graphs”

  • Authors: AA Talebi, H Rashmanlou
  • Journal: Annals of Fuzzy Mathematics and Informatics
  • Volume: 6
  • Issue: 1
  • Pages: 47-58
  • Year: 2013
  • Citations: 76
  • Summary: This paper explores the concept of isomorphism within interval-valued fuzzy graphs, focusing on the relationships and transformations that preserve the structure of such graphs in fuzzy environments.

2. “Interval-Valued Intuitionistic Fuzzy Competition Graph”

  • Authors: AA Talebi, H Rashmanlou, SH Sadati
  • Journal: Journal of Multiple-Valued Logic & Soft Computing
  • Volume: 34
  • Year: 2020
  • Citations: 56
  • Summary: The paper introduces a new type of graph, the interval-valued intuitionistic fuzzy competition graph, which applies the concepts of intuitionistic fuzzy sets and interval-valued fuzzy sets in the study of competitive relations in graph theory.

3. “New Concepts on m-Polar Interval-Valued Intuitionistic Fuzzy Graph”

  • Authors: AA Talebi, H Rashmanlou, SH Sadati
  • Publisher: Işık University Press
  • Year: 2020
  • Citations: 47
  • Summary: This paper presents new ideas for m-polar interval-valued intuitionistic fuzzy graphs, a type of graph where each vertex is associated with multiple fuzzy values, extending classical concepts in fuzzy graph theory.

4. “The Commuting Graphs on Groups Dâ‚‚â‚™ and Qâ‚™”

  • Authors: J Vahidi, AA Talebi
  • Journal: Journal of Mathematics and Computer Science
  • Volume: 1
  • Issue: 2
  • Pages: 123-127
  • Year: 2010
  • Citations: 47
  • Summary: The paper investigates the commuting graphs of two specific group structures: Dâ‚‚â‚™ (dihedral groups) and Qâ‚™ (quaternion groups), analyzing their algebraic properties through graph-theoretic perspectives.

5. “Complement and Isomorphism on Bipolar Fuzzy Graphs”

  • Authors: AA Talebi, H Rashmanlou
  • Journal: Fuzzy Information and Engineering
  • Volume: 6
  • Issue: 4
  • Pages: 505-522
  • Year: 2014
  • Citations: 41
  • Summary: This study focuses on the complement and isomorphism concepts in bipolar fuzzy graphs, furthering the understanding of these graphs in terms of their structural properties and their relationship to classical graph theory.

Conclusion

Assoc. Prof. Dr. Ali Asghar Talebi is an accomplished researcher and educator who has made substantial contributions to the fields of fuzzy graph theory, algebraic graphs, and coding theory. His research exhibits a combination of innovative theoretical development and practical application in various fields, such as energy management and healthcare.

Dr. Talebi’s academic leadership, global collaborations, and dedication to advancing mathematical knowledge position him as a strong candidate for the Best Researcher Award. With a few improvements, particularly in enhancing the practical impact of his research, his work has the potential to make even more significant contributions to the broader scientific community.

In conclusion, Assoc. Prof. Dr. Ali Asghar Talebi’s excellence in research and academic leadership makes him a highly deserving candidate for the Best Researcher Award.

Ali Asghar Talebi | Fuzzy graphs | Best Researcher Award

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