Mathematics
Total Least Squares
100%
Optimization Problem
80%
Rate of Convergence
72%
Convex Optimization
58%
Coordinate Descent
56%
Least Squares Problem
54%
Quadratic Function
47%
Convex function
46%
Gradient Method
45%
Nonconvex Optimization
44%
Gradient Algorithm
43%
Convex Minimization
41%
Quadratic Optimization
38%
Objective function
38%
First-order
37%
Sparsity
37%
Optimality Conditions
34%
Image Deblurring
34%
Constrained Minimization
33%
Minimization Problem
32%
Descent Method
32%
Class
32%
Trust Region Subproblem
32%
Nonconvex Problems
30%
Stationarity
29%
Converge
27%
Optimization
26%
Dual Problem
26%
Optimal Solution
25%
Source Localization
24%
Semidefinite Relaxation
24%
Iteration
24%
Ball
24%
Linear Systems
23%
Regularization
23%
Gradient
23%
Descent Algorithm
23%
Descent
23%
Strong Duality
23%
Projection Algorithm
22%
Gradient Projection
22%
Composite
22%
Global Solution
22%
Linearly
21%
Formulation
21%
Proximal Mapping
20%
Linear Constraints
20%
Optimality
20%
Nonlinear Optimization
20%
Error Estimation
19%
Engineering & Materials Science
Convex optimization
92%
Gradient methods
54%
Relaxation
53%
Error analysis
39%
Recovery
27%
Set theory
26%
Maximum likelihood
25%
Linear systems
23%
Linear transformations
23%
Decomposition
22%
Fourier transforms
17%
Principal component analysis
17%
Uncertainty
17%
Quadratic programming
16%
Inverse problems
14%
Mirrors
13%
Finance
13%
Image denoising
10%
Maximum likelihood estimation
10%
Compressed sensing
10%
Graph theory
10%
Dimensionality reduction
9%
Discriminant analysis
9%
Linear regression
9%
Composite materials
8%
Convolutional neural networks
8%
Constrained optimization
8%
Topology
7%
Resource allocation
7%
MATLAB
7%
Satellites
7%
Computer simulation
6%
Derivatives
6%
Support vector machines
5%
Business & Economics
Rate of Convergence
62%
Gradient
43%
Optimization Problem
30%
Convexity
26%
Dual Problem
25%
Convex Optimization
25%
Matrix
24%
Objective Function
23%
Optimality Conditions
23%
Quadratic Programming
20%
Optimality
19%
Support Vector Machine
15%
Optimal Power Flow
15%
Robust Optimization
14%
Stationarity
14%
Duality
14%
Generalized Additive Models
13%
Inverse Problem
13%
Semidefinite Programming
13%
Packing Problem
13%
Random Graphs
12%
Topology
12%
Principal Component Analysis
12%
Regularization
11%
Branch and Bound Algorithm
11%
Approximation
11%
Decomposition Method
10%
Discriminant Analysis
10%
Least Squares
9%
Grouping
9%
Usefulness
8%
Numerical Experiment
7%
Finance
7%
Dimensionality Reduction
7%
Differentiability
6%
Decision Maker
6%
Splines
5%
Fixed Point
5%
