1 option
Applications of fixed-point theorem : extending classical results to modern frameworks / Anita Tomar, Manish Jain, editors.
Springer Nature - Springer Mathematics and Statistics (R0) eBooks 2026 English International Available online
View online- Format:
- Book
- Series:
- Industrial and applied mathematics 2364-6845
- Industrial and applied mathematics, 2364-6845
- Language:
- English
- Subjects (All):
- Fixed point theory.
- Physical Description:
- 1 online resource (viii, 348 pages) : illustrations.
- Place of Publication:
- Singapore : Springer, [2026]
- Summary:
- This contributed volume contains chapters on various fixed-point theorems, including those in metric, b-metric and partial metric spaces. The book addresses the need for rigorous analytical methods in optimization, computational mathematics and applied sciences. By offering innovative solutions through iterative schemes and contraction principles, it bridges the gap between abstract mathematical principles and practical problem-solving approaches. The concept of fixed points has deep mathematical significance, influencing both theoretical frameworks and real-world applications. The book highlights the applications of fixed-point theory, presenting fundamental concepts and modern advancements, in diverse fields such as traffic control systems, stock market analysis, iterative algorithms and differential equations.
- Contents:
- Probabilistic contraction result involving functionals in Menger space and heat equation / Samir Kumar Bhandari, Pulak Konar, Rabha W. Ibrahim, and Anita Tomar
- Common fixed point theorems of Ćirić-type weak contractions in cone b-metric spaces with an application / Santosh Kumar and Pauline Shashi
- Fixed points of closed graph operators on partial metric spaces / G. Siva
- Some common fixed point theorems for Hardy–Rogers-type contraction in complete cone b-metric spaces / Santosh Kumar and Emmanuel Kapinga
- Generalized weak integral contractive condition with an application / Dinesh Rani Bansal, Kavita, Sanjay Kumar, and Manish Jain
- Advancements in the Banach contraction principle within metric spaces / Sanjay Kumar, Kavita, Manish Jain, and Rajesh Kumar
- Admissible mappings with implicit relations in metric spaces / Kavita, Sanjay Kumar, Manish Jain, and Sushma Devi
- New fixed-point results with hybrid-interpolative Reich–Istratescu-type contractions on S-metric spaces / Hande Poşul, Elif Kaplan, and Nihal Taş
- On fixed points of (αqsp, βqsp)-φ-hybrid contraction in b-metric spaces / Loitongbam Melei Singh and Yumnam Rohen
- Best proximity points theorems of generalized αφψ-proximal contractive mappings with applications / Solomon Zerfu Degefa, Mujahid Abbas, Vizender Singh, and Yohannes Gebru Aemro
- Applications of fixed points for delay fractional differential equations and inclusions involving fractional operators / Ahsan Abbas, Akbar Azam, and Nayyar Mehmood
- Stability of logarithmic and generalized logarithmic set-valued functional equations / Sudheer Petwal, Anita Tomar, and Meena Joshi.
- Notes:
- Online resource; title from PDF title page (Springer Nature Link, viewed April 27, 2026).
- ISBN:
- 9789819551606
- 9819551609
- OCLC:
- 1586637012
- Access Restriction:
- Restricted for use by site license
The Penn Libraries is committed to describing library materials using current, accurate, and responsible language. If you discover outdated or inaccurate language, please fill out this feedback form to report it and suggest alternative language.