Operations research, linear programming, control theory, systems theory, optimal control, game theory

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### A parametrization of a class of stable matrices

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**1**answer

### Linear matrix inequality

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### An inequality concerning the solution of a Lyapunov equation

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### Using mollifiers (or some other idea) to solve constrained minimax problem

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### Minimum Preserving Transformations

**9**

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### A trace-constrained maximization problem in the cone of positive definite matrices

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### Bounds of Procrustes problem

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**1**answer

### How to solve this system of Matrix equations? (Coupled riccati equations?)

**3**

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### A structural optimization problem

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### Stability of an equilibrium for a third order control system with an integral regulator limited by the stop-type element

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**1**answer

### Maximizing a function that is sum of gaussians

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### Geometric control condition

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### how to impose a terminal condition in a minimisation problem?

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### Minimizing Frobenius norm with sparsity constraints

**2**

**1**answer

### Optimal-score partitions

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### Boundary controllability of the heat equation and observation

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### References for control-affine theory

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### Should penalty and Lyapunov drift be normalised in drift-plus-penalty optimisation?

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### Lower semicontinuity of proximal gradient descent sequence

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### An “almost separable” optimization problem on a graph

**3**

**1**answer

### Shortest Manhattan-norm paths among disjoint rectangles

**2**

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### The asymptotic stability of a control system

**2**

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### Observability inequality for the heat equation

**3**

**1**answer

### Minimize the variance of a Boltzmann distribution

**2**

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### How to promote a blog?

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### Best possible convex lower bound for an optimization problem

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### Optimization of a continuous function

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### Is this set of polynomial constraints convex? Can I optimise it?

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### Model Predictive Control discrete theory for Continuous Non linear System

**4**

**1**answer

### Improved estimates of $n$ quantities via $n$ measurements

**25**

**1**answer

### $\mathbb{E}[X^4]=1$, $X,Y$ iid, what's the best upper bound of $\mathbb{E}[(X-Y)^4]$?

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### On the defect of a flow network

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### Optimization with bounds on the control and its derivative

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### Gamma convergence for control problems with changing domains

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### Constrained Optimization Over Two Functions

**2**

**1**answer

### Hu-Gomory trees and Optimum Communication tree

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### Showing a modified system of quadratic equations is stable

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### Smoothness of an optimal control problem for a point process

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### Suggestions to solve an optimization problem that involves quadratic forms

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### $H_\infty$-norm of a time delay system

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### $H_2$-norm of a time delay system

**6**

**5**answers

### Nearest matrix orthogonally similar to a given matrix

**2**

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### Optimal control of SDEs

**3**

**2**answers

### Proving that a matrix is positive semidefinite

**1**

**1**answer

### existence of solution to a martingale optimal transport type problem

**2**

**1**answer

### Quadratic matrix equation for $X\in \mathbb{C}^{ n\times p}$ with Hermitian parameters

**5**

**1**answer

### Supremum norm of certain quantity

**9**

**2**answers

### A (reverse)-Minkowski type inequality for symmetric sums

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### Rank Optimization over semi-definite constrains

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