Add to ORKGIn this report, we discuss two approximate max-flow min-cut theorems that first intro-duced by Tom Leighton and Satish Rao in 1988 [9] and extended in 1999 [10] for uniform multicommodity flow problems. In the theorems they first showed that for any n-node multicommodity flow problem with uniform demands, the max-flow is a Ω(log n) facto
AbstractAll previously known algorithms for solving the multicommodity flow problem with capacities ...
AbstractAll previously known algorithms for solving the multicommodity flow problem with capacities ...
Linial, London and Rabinovich [16] and Aumann and Rabani [3] proved that the min-cut max-flow ratio ...
Abstract. In this paper, we establish max-flow min-cut theorems for several important classes of mul...
Consider the multicommodity flow problem in which the object is to maximize the sum of commodities r...
Consider the multicommodity flow problem in which the object is to maximize the sum of commodities r...
In this paper we consider the worst case ratio between the capacity of min-cuts and the value of max...
In this paper, we prove the first approximate max-flow min-cut theorem for undirected mult icommodit...
We give a pure combinatorial problem whose solution determines max-flow min-cut ratio for directed m...
AbstractWe present a pure combinatorial problem whose solution determines max-flow min-cut ratio for...
In this paper, we introduce a new framework for approx-imately solving flow problems in capacitated,...
We compare two multicommodity flow problems, the maximum sum of flow, and the maximum concurrent flo...
Doctor of PhilosophyDepartment of MathematicsNathan AlbinMaximum flow problems involve finding a fea...
Doctor of PhilosophyDepartment of MathematicsNathan AlbinMaximum flow problems involve finding a fea...
The celebrated duality theorem called max-flow min-cut theorem on a finite network due to Ford and F...
AbstractAll previously known algorithms for solving the multicommodity flow problem with capacities ...
AbstractAll previously known algorithms for solving the multicommodity flow problem with capacities ...
Linial, London and Rabinovich [16] and Aumann and Rabani [3] proved that the min-cut max-flow ratio ...
Abstract. In this paper, we establish max-flow min-cut theorems for several important classes of mul...
Consider the multicommodity flow problem in which the object is to maximize the sum of commodities r...
Consider the multicommodity flow problem in which the object is to maximize the sum of commodities r...
In this paper we consider the worst case ratio between the capacity of min-cuts and the value of max...
In this paper, we prove the first approximate max-flow min-cut theorem for undirected mult icommodit...
We give a pure combinatorial problem whose solution determines max-flow min-cut ratio for directed m...
AbstractWe present a pure combinatorial problem whose solution determines max-flow min-cut ratio for...
In this paper, we introduce a new framework for approx-imately solving flow problems in capacitated,...
We compare two multicommodity flow problems, the maximum sum of flow, and the maximum concurrent flo...
Doctor of PhilosophyDepartment of MathematicsNathan AlbinMaximum flow problems involve finding a fea...
Doctor of PhilosophyDepartment of MathematicsNathan AlbinMaximum flow problems involve finding a fea...
The celebrated duality theorem called max-flow min-cut theorem on a finite network due to Ford and F...
AbstractAll previously known algorithms for solving the multicommodity flow problem with capacities ...
AbstractAll previously known algorithms for solving the multicommodity flow problem with capacities ...
Linial, London and Rabinovich [16] and Aumann and Rabani [3] proved that the min-cut max-flow ratio ...