ANALYSIS AND ITS APPLICATIONS discusses Nonlinear Analysis; Operator Theory; Fixed Point Theory; Set-valued Analysis; Variational Analysis (including Variational Inequalities); Convex Analysis; Smooth and Nonsmooth Analysis; Vector Optimization; Wavelet Analysis; Sequence Spaces and Matrix Transformations. This volume will be of immense value to researchers and professionals working in the wide domain of analysis and its applications.

Preface / List of Contributors / System of Generalized Variational Inclusions Involving (A, ?)-Accretive Mappings / Nonsmooth Pseudoconvex Functions and Generalized Vector Variational Inequalities with Applications to Vector Optimization / Existence and Convergence of Best Proximity Points and Non-Hausdorff Space / Wavelet-Galerkin Solutions of Fourth Order Boundary Value Problems / Impact of Absorbing Property on Common Fixed Point Problems for Nonexpansive Type Mappings in Fuzzy Metric Spaces / Higher-Order Duality in Minmax Fractional Programming and Generalized ? – type I Univexity / Invariant Subspaces of Composition Operators / Commutants of Composition Operators on Lp-Spaces / On the Solutions of a Modified Boussinesq Equation / Nonsmooth Multiobjective Continous-Time Problems with Inexity and Vector Variational-like Inequalities / Coupled Fixed Point Results for Weekly Contractive Condition on Partial Metric Spaces / On Generalized Convexity for Set and Vector-Valued Functions / Existence Theory for Random Boundary Value Problem of Non-Convex Differential Inclusion / Some Fixed Point Theorems for Contractive-type Multivalued Mappings in Cone Metric Spaces / Modified Newton Kantorovich Theorem for Common Solution of a System of Nonlinear Operator Equations / On Farthest Points in Convex Metric Spaces / Normal and Quasinormal Operators on Weighted Hardy Spaces / On a Class of ?-normed Generalized Difference Sequences Related to lp-Space Defined by Orlicz Function / Nonsmooth ?-pseudounivexity and Generalized Vector Variational-like Inequalities.

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