Introduction to Fuzzy Mathematics: With Applications to Global Problems offers a modern approach to solving complex challenges by applying fuzzy mathematics to real-world situations. This book provides readers with the foundational tools necessary to address pressing issues, such as medical diagnostics, sustainability, refugee crises, and combating human trafficking. With a focus on practical application, each chapter features research projects and exercises that encourage hands-on learning. By integrating theoretical concepts with actionable techniques, the book empowers readers to use fuzzy mathematics as a means of understanding and addressing global problems in a nuanced and innovative way.
The text is organized to move from fundamental topics, including fuzzy sets, evidence theory, and implication operators, to advanced applications in areas like sustainability, climate change, and public health models. It further explores the mathematics behind refugee dynamics and delves into fuzzy algebraic structures, geometry, topology, and graph theory. This comprehensive resource is suitable for researchers, practitioners, and policymakers, enhancing their ability to apply mathematical rigor to complex issues.
