mathématiques
Applied mathematics
6%
Approximation
6%
Arbitrary
12%
Business
8%
Characterization
5%
Chebyshev
5%
Class
5%
Composite
6%
Composite function
14%
Constrained Least Squares
7%
Constrained Optimization
57%
Constrained Optimization Problem
5%
Convex Constraints
8%
Convex Optimization
5%
Convex Sets
5%
Critical point
34%
Criticality
24%
Derivative
36%
Derivative-free Methods
7%
Divides
5%
Equality Constraints
6%
Euclidean norm
11%
Evaluation
100%
Evaluation Function
29%
First-order
43%
Function Minimization
7%
Gradient
17%
High Power
6%
Higher Order
32%
Inequality Constraints
8%
Iterate
12%
Iteration
20%
KKT Conditions
16%
Least Squares Problem
8%
Least-squares Solution
6%
Libraries
5%
Linear Least Squares
6%
Lipschitz
13%
Local Minimizer
6%
Lower bound
6%
Minimization Problem
6%
Minimizer
13%
Model
14%
Newton Methods
14%
Nonconvex Minimization
12%
Nonconvex Optimization
55%
Nonconvex Problems
9%
Nonconvex Programming
7%
Nonlinear Least Squares
6%
Nonlinear Least Squares Problem
11%
Nonlinear Optimization
47%
Nonlinear Programming
5%
Nonsmooth Function
6%
Norm
6%
Objective function
32%
Optimality
29%
Optimization
17%
Optimization Problem
10%
Oracle
5%
Random Function
6%
Regularization
47%
Regularization Method
44%
Regularization Parameter
6%
Relevance
5%
Secular Equation
8%
Smooth function
12%
Sparsity
5%
Standards
7%
Steepest Descent
8%
Steepest Descent Method
13%
Taylor series
6%
Term
11%
Terminate
6%
Tolerance
5%
Trust Region
20%
Trust Region Algorithm
11%
Trust Region Method
6%
Unconstrained Minimization
10%
Unconstrained Optimization
63%
Updating
6%
Vector-valued Functions
6%
Worst-case Analysis
6%
Ingénierie et Science des Matériaux
Adaptive algorithms
16%
Composite materials
7%
Convex optimization
11%
Derivatives
52%
Function evaluation
33%
Iterative methods
5%
Newton-Raphson method
12%
Nonlinear programming
5%
Steepest descent method
8%