Mathematics
Proximal Methods
Quasiconvex
Proximal Point Method
Minimization Problem
Convex Minimization
Scalarization
Inexact Methods
Multiplier Method
Converge
Lower Semicontinuous
Objective function
Decay
Optimal Solution
Symmetric Cone
Critical point
Pseudomonotone
Quasiconvex Functions
Well-defined
Proximal Point Algorithm
Damped Wave Equation
Optimal Rates
Viscoelasticity
Transmission Problem
Operations Research
Epidemiology
Pareto
Continuously differentiable
Business
Analyticity
Semigroup
Differentiability
Variational Inequalities
Multiplier
Asymptotic Behavior
Non-negative
Lipschitz
Inverse Problem
Damping
Rate of Convergence
Convergence Properties
Federation
Divergence
Existence and Uniqueness
Bregman Distance
Proximal Algorithm
Central Path
Unconstrained Minimization
Constrained Minimization
Damping Term
Primal-dual
Variational Inequality Problem
Iteration
Newmark Method
Stationary point
Damped
Solution Set
Sufficient Conditions
Iterate
Operator
Class
Programming
Polynomial
Differentiable
Wave equation
Kelvin
Linearly
Necessary Conditions
Optimization
Energy Method
Second-order Cone
Convex Cone
Positive semidefinite
Business & Economics
Operations Research
Multiplier
Objective Function
Optimal Solution
Equilibrium Problem
Variational Inequalities
Rate of Convergence
Critical Point
Shanghai
Pareto
Divergence
Federation
Programming
China
Asymptotic Behavior
Nature