TY  - GEN
AU  - Du,Wei-Shih
AU  - Chu,Liang-Ju
AU  - He,Fei
AU  - Precup,Radu
AU  - Du,Wei-Shih
AU  - Chu,Liang-Ju
AU  - He,Fei
AU  - Precup,Radu
TI  - Nonlinear Analysis and Optimization with Applications
SN  - books978-3-0365-2046-9
PY  - 2022///
CY  - Basel
PB  - MDPI - Multidisciplinary Digital Publishing Institute
KW  - Research & information: general
KW  - bicssc
KW  - Mathematics & science
KW  - best proximity point
KW  - fixed point
KW  - monotone mappings
KW  - relatively cyclic nonexpansive mappings
KW  - partially ordered Banach spaces
KW  - modified BBM equations
KW  - (3+1)-dimensional equations
KW  - white noise
KW  - Brownian motion
KW  - travelling wave solutions
KW  - wick-type stochastic
KW  - admissible spaces
KW  - hybrid contraction
KW  - interpolative contraction
KW  - b-metric spaces
KW  - simulation function
KW  - m-metric space
KW  - proximal αp-admissible
KW  - αp-admissible weak (F,φ)-proximal contraction
KW  - G-proximal graphic contraction
KW  - φ-best proximity point
KW  - Fourier data
KW  - reconstruction
KW  - multivariate approximation
KW  - piecewise smooth
KW  - projection methods
KW  - strong convergence
KW  - extragradient method
KW  - monotone mapping
KW  - variational inequalities
KW  - critical index
KW  - relaxation time
KW  - time-translation invariance breaking and restoration
KW  - market crash
KW  - COVID-19
KW  - Gompertz approximants
KW  - split common null point
KW  - resolvent
KW  - metric resolvent
KW  - split minimization problem
KW  - split equilibrium problem
KW  - Banach space
KW  - multiple-sets split feasibility problem
KW  - strictly pseudocontractive mappings
KW  - nonexpansive mappings
KW  - viscossity iterative scheme
KW  - fixed point problem
KW  - n-Banach space
KW  - cubic mappings
KW  - quartic mappings
KW  - the generalized Hyers-Ulam stability
KW  - maximal element
KW  - sizing-up function
KW  - μ-bounded quasi-ordered set
KW  - critical point
KW  - fuzzy mapping
KW  - Ekeland's variational principle
KW  - Caristi's fixed point theorem
KW  - Takahashi's nonconvex minimization theorem
KW  - essential distance
N1  - Open Access
N2  - 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, signal processing, control theory, data mining, and so forth. Optimization problems have been intensively investigated, and various feasible methods in analyzing convergence of algorithms have been developed over the last half century. In this Special Issue, we will focus on the connection between nonlinear analysis and optimization as well as their applications to integrate basic science into the real world
UR  - https://mdpi.com/books/pdfview/book/4843
UR  - https://directory.doabooks.org/handle/20.500.12854/78751
ER  -