[...] This book discusses advances, emerging trends and theoretical developments in topics related to nonlinear analysis and computational techniques, including the introduction to new function spaces, such as a generalized Orlicz with Rao and Ren’s norm, the s-Young space and the controlled G-metric spaces.
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The book explains some relationships among different types of near linear spaces and introduces the strongly λ-summable functions. Nonlinear systems frequently require convergence and fixed point theorems. In this sense, the concept of q-lacunary almost statistical convergence is exposed. The book proposes a common coupled fixed point theorems, a few fixed point theorems for compatible mappings of type P and some applications on dynamic programming. In differential equations, some works extend Ostrowski-type inequalities; solution of the fractal nonlinear Klein–Gordon equation, study of a hybrid differential equation and the problem of exponential stability of the nonlinear Saint–Venant equation, finally provides a study of some properties for Cayley transform of operators [...]. (Estratto dal sito dell'editore)
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*Nonlinear analysis and computational techniques : ICNACT 2024, Bhopal, India, August 8–10 / Hemanta Kalita, Tomás Pérez Becerra, Kiran Kumar Behera editors. - Singapore : Springer, 2025. - 1 testo elettronico (x, 205 p. : ill.)
