Nonlinear Analysis and Optimization with Applications

Nonlinear analysis has wide and significant applications in many areas of mathematics, including functional analysis, variational analysis, nonlinear optimization, convex analysis, nonlinear ordinary and partial differential equations, dynamical system theory, mathematical economics, game theory, si...

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Otros Autores:	Du, Wei-Shih (Editor ), Chu, Liang-Ju (Editor ), He, Fei (Editor ), Precup, Radu (Editor )
Formato:	Capítulo de libro
Publicado:	Basel MDPI - Multidisciplinary Digital Publishing Institute 2022
Materias:	Research & information: general Mathematics & science best proximity point fixed point monotone mappings relatively cyclic nonexpansive mappings partially ordered Banach spaces modified BBM equations (3+1)-dimensional equations white noise Brownian motion travelling wave solutions wick-type stochastic admissible spaces hybrid contraction interpolative contraction b-metric spaces simulation function m-metric space proximal αp-admissible αp-admissible weak (F,φ)-proximal contraction G-proximal graphic contraction φ-best proximity point Fourier data reconstruction multivariate approximation piecewise smooth projection methods strong convergence extragradient method monotone mapping variational inequalities critical index relaxation time time-translation invariance breaking and restoration market crash COVID-19 Gompertz approximants split common null point resolvent metric resolvent split minimization problem split equilibrium problem Banach space multiple-sets split feasibility problem strictly pseudocontractive mappings nonexpansive mappings viscossity iterative scheme fixed point problem n-Banach space cubic mappings quartic mappings the generalized Hyers-Ulam stability maximal element sizing-up function μ-bounded quasi-ordered set critical point fuzzy mapping Ekeland's variational principle Caristi's fixed point theorem Takahashi's nonconvex minimization theorem essential distance
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Nonlinear Analysis and Optimization with Applications

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