AbstractExterior-point linear programming algorithms have been modelled as a Markov chain in order to model the transitions between extreme points. This approach is useful in that it ultimately provides a confidence interval on the expected number of pivots.This paper provides an alternative to the assumption of equally likelihood from one state to animproved state. Other considerations such as cycling and multiple solutions are considered
ABSTRACT A The true state of the system described here is characterized by a. probability vector. At...
Iteratively solving a set of linear programs (LPs) is a common strategy for solving various decision...
summary:We consider the steady-state behavior of random walks in the quarter-plane, in particular, t...
AbstractExterior-point linear programming algorithms have been modelled as a Markov chain in order t...
We consider the problem of finding an −optimal solution of a standard linear pro-gram with real data...
AbstractWe consider the problem of finding an ε-optimal solution of a standard linear program with r...
We consider the problem of finding an ε{lunate}-optimal solution of a standard linear program with ...
We consider an infeasible-interior-point algorithm, endowed with a finite termination scheme, applie...
Problems of sequential decisions are marked by the fact that the consequences of a decision made at ...
We present an algorithm called Optimistic Linear Programming (OLP) for learning to optimize average ...
We present an algorithm called Optimistic Linear Programming (OLP) for learning to optimize average ...
In this paper it is demonstrated how the probabilistic concept of a stopping time in a random proces...
In this paper it is demonstrated how the probabilistic concept of a stopping time in a random proces...
Determine probabilities for events where we have few information or intervals for probabilities is n...
Iteratively solving a set of linear programs (LPs) is a common strategy for solving various decision...
ABSTRACT A The true state of the system described here is characterized by a. probability vector. At...
Iteratively solving a set of linear programs (LPs) is a common strategy for solving various decision...
summary:We consider the steady-state behavior of random walks in the quarter-plane, in particular, t...
AbstractExterior-point linear programming algorithms have been modelled as a Markov chain in order t...
We consider the problem of finding an −optimal solution of a standard linear pro-gram with real data...
AbstractWe consider the problem of finding an ε-optimal solution of a standard linear program with r...
We consider the problem of finding an ε{lunate}-optimal solution of a standard linear program with ...
We consider an infeasible-interior-point algorithm, endowed with a finite termination scheme, applie...
Problems of sequential decisions are marked by the fact that the consequences of a decision made at ...
We present an algorithm called Optimistic Linear Programming (OLP) for learning to optimize average ...
We present an algorithm called Optimistic Linear Programming (OLP) for learning to optimize average ...
In this paper it is demonstrated how the probabilistic concept of a stopping time in a random proces...
In this paper it is demonstrated how the probabilistic concept of a stopping time in a random proces...
Determine probabilities for events where we have few information or intervals for probabilities is n...
Iteratively solving a set of linear programs (LPs) is a common strategy for solving various decision...
ABSTRACT A The true state of the system described here is characterized by a. probability vector. At...
Iteratively solving a set of linear programs (LPs) is a common strategy for solving various decision...
summary:We consider the steady-state behavior of random walks in the quarter-plane, in particular, t...