A comprehensive guide to fuzzy abstract algebra with solved problems in groups and rings. Perfect for students and researchers in mathematical sciences.
Detailed explanations of fuzzy abstract algebra concepts with step-by-step problem solving techniques.
Perfect for students, researchers, and educators in the field of mathematics and abstract algebra.
Focuses on practical problem-solving with numerous examples and detailed solutions in groups and rings.
A distinguished mathematician with decades of experience in research and education
Professor Fawzan Ismail Sedki has dedicated his career to advancing the field of mathematics, particularly in the areas of Fuzzy Algebra and Soft Topology. With over three decades of experience in research and teaching, he has made significant contributions to mathematical theory and education.
His work on Soft sets, Soft groups, Soft rings, and Soft modules has been influential in the development of modern algebraic theory. As an Emeritus Professor at the Faculty of Science, Zagazig University, he continues to mentor new generations of mathematicians and publish groundbreaking research.
Completed doctoral studies with groundbreaking research in Verbal Algebra, laying the foundation for future work in algebraic structures.
Earned Master's degree with distinction, focusing on advanced mathematical concepts and theories.
Appointed as Emeritus Professor at the Faculty of Science, Zagazig University, Department of Mathematics, recognizing decades of contribution to the field.
Exploring the properties and applications of soft topological spaces
Developing theoretical frameworks for soft set theory and applications
Investigating algebraic structures in the context of soft set theory
Advancing the understanding of algebraic systems with fuzzy logic
Explore the comprehensive coverage of fuzzy abstract algebra with practical problem-solving approaches
Comprehensive exercises and solved problems in group theory, covering fundamental concepts and advanced topics.
Detailed exercises and solutions in ring theory, exploring algebraic structures and their properties.
Download the book now and enhance your understanding of groups and rings with solved problems
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