Anita Tomar is a distinguished Full Professor and Head of the Department of Mathematics at Pt. L. M. S. Campus, Sridev Suman Uttarakhand University, Rishikesh, India. She serves as the Director of the Faculty Development Centre and Nodal Officer for Devbhumi Udyamita Yojna. With a research focus on Nonlinear Functional Analysis, Fixed Point Theory and its Applications, she has authored 83 publications and many chapters in edited books. Ms. Shivani is a distinguished Research Scholar in the Department of Mathematics at Pt. L. M. S. Campus, Sridev Suman Uttarakhand University, Rishikesh, India and recipient of the prestigious Young Scientist Award. The dedication of Ms. Shivani to advancing knowledge and her exceptional research skills exemplify her commitment to excellence and innovation in the field of nonlinear functional analysis. Chairman of the Department of Mathematics at the Texas A&M University-Kingsville. He is formerly a Professor of Mathematical Sciences, Florida Institute of Technology, USA. Continues to be Editor-in-Chief of four prestigious Journals. Author of two books, including Nonoscillation Theory of Functional Differential Equations with Applications.

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• 1. Banach spaces2. Hilbert spaces3. Operator theory4. Spectral analysis5. Nonlinear analysis6. Real-world problems7. Linear operators8. Normed spaces9. Functional equations10. Convex analysis Appendices

Anita Tomar is a distinguished Full Professor and Head of the Department of Mathematics at Pt. L. M. S. Campus, Sridev Suman Uttarakhand University, Rishikesh, India. She serves as the Director of the Faculty Development Centre and Nodal Officer for Devbhumi Udyamita Yojna. With a research focus on Nonlinear Functional Analysis, Fixed Point Theory and its Applications, she has authored 83 publications and many chapters in edited books. Ms. Shivani is a distinguished Research Scholar in the Department of Mathematics at Pt. L. M. S. Campus, Sridev Suman Uttarakhand University, Rishikesh, India and recipient of the prestigious Young Scientist Award. The dedication of Ms. Shivani to advancing knowledge and her exceptional research skills exemplify her commitment to excellence and innovation in the field of nonlinear functional analysis. Chairman of the Department of Mathematics at the Texas A&M University-Kingsville. He is formerly a Professor of Mathematical Sciences, Florida Institute of Technology, USA. Continues to be Editor-in-Chief of four prestigious Journals. Author of two books, including Nonoscillation Theory of Functional Differential Equations with Applications.

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• 1. Banach spaces2. Hilbert spaces3. Operator theory4. Spectral analysis5. Nonlinear analysis6. Real-world problems7. Linear operators8. Normed spaces9. Functional equations10. Convex analysis Appendices

Anita Tomar is a distinguished Full Professor and Head of the Department of Mathematics at Pt. L. M. S. Campus, Sridev Suman Uttarakhand University, Rishikesh, India. She serves as the Director of the Faculty Development Centre and Nodal Officer for Devbhumi Udyamita Yojna. With a research focus on Nonlinear Functional Analysis, Fixed Point Theory and its Applications, she has authored 83 publications and many chapters in edited books. Ms. Shivani is a distinguished Research Scholar in the Department of Mathematics at Pt. L. M. S. Campus, Sridev Suman Uttarakhand University, Rishikesh, India and recipient of the prestigious Young Scientist Award. The dedication of Ms. Shivani to advancing knowledge and her exceptional research skills exemplify her commitment to excellence and innovation in the field of nonlinear functional analysis. Chairman of the Department of Mathematics at the Texas A&M University-Kingsville. He is formerly a Professor of Mathematical Sciences, Florida Institute of Technology, USA. Continues to be Editor-in-Chief of four prestigious Journals. Author of two books, including Nonoscillation Theory of Functional Differential Equations with Applications.

Select Guide Rating

• 1. Banach spaces2. Hilbert spaces3. Operator theory4. Spectral analysis5. Nonlinear analysis6. Real-world problems7. Linear operators8. Normed spaces9. Functional equations10. Convex analysis Appendices