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Variational analysis
Applications of Variational Analysis to a Generalized Heron Problem Boris S
Variational Analysis in Normed Spaces with Applications to Constrained
Techniques of Variational Analysis
Chapter 1 COMPACTNESS,OPTIMALITY and RISK
Variational Analysis Perspective on Linear Convergence of Some First
Future Challenges for Variational Analysis
Perturbation Techniques for Convergence Analysis of Proximal Gradient Method and Other First-Order Algorithms Via Variational Analysis
Second-Order Characterizations of Quasiconvexity and Pseudoconvexity for Differentiable Functions with Lipschitzian Derivatives
Some Topics in Variational Analysis and Optimization Le Hoang Anh Nguyen
Variational Methods in the Presence of Symmetry
Arxiv:1903.08754V3 [Math.OC] 22 Feb 2020 Tblt N Ro Nlssfrawd Ag Fvrainlproblems
Semi-Algebraic Techniques in Variational Analysis: Pseudospectra, Robustness, Generic Continuity, and Mountain Pass Algorithms
Representations of Affine Multifunctions by Affine Selections
Convex Functions: Constructions, Characterizations and Counterexamples C 20081
Variational Analysis Perspective on Linear Convergence of Some First Order Methods for Nonsmooth Convex Optimization Problems
Convex Optimization Over Probability Measures
Arxiv:1605.03456V6 [Math.OC] 8 Jun 2018 Abstract
Subgradients and Variational Analysis
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Future Challenges for Variational Analysis
Variational Gram Functions: Convex Analysis and Optimization∗
Topics in Convex Analysis
Ekeland's Variational Principle for Interval-Valued Functions
Applications of Convex Analysis Within Mathematics
Second-Order Variational Analysis and Its Role in Optimization
Variational Analysis of Functions of the Roots of Polynomials
Convex Analysis Notes
What Shape Is Your Conjugate? a Survey of Computational Convex Analysis and Its Applications
Variational Analysis of Spectral Functions Simplified
Duality and Convex Programming
Arxiv:1810.12783V1
Chapter 1 CONVEX ANALYSIS in the CALCULUS of VARIATIONS
New Applications of Variational Analysis to Optimization and Control
Variational Methods in Convex Analysis 1
Prox-Regular Functions in Variational Analysis 1
Variational Analysis of Paraconvex Multifunctions Van Ngai Huynh, Huu Tron Nguyen, Van Vu Nguyen, Michel Théra
Variational Analysis of Composite Optimization
PARAMETRIC BORWEIN-PREISS VARIATIONAL PRINCIPLE and APPLICATIONS 1. Introduction the Variational Principles in Banach Spaces, I
Versions of the Ekeland Variational Principle for Approximate Henig
VARIATIONAL METHODS in CONVEX ANALYSIS 1. The
The Bishop-Phelps-Bollobás Property and Asplund Operators
A Generalized Newton Method for Subgradient Systems
Topological Fixed Point Theory and Applications to Variational Inequalities