Let us assume that it is our intention to transfer material from source to sink through the nodes of a graph. Each edge has a certain capacity. Our goal is to determine how much material can be transferred from the source to the sink without violating the capacity limit. Initially basic linear programming techniques were used to solve this problem, but later many other algorithms were discovered. Some of them use approaches and methods that are interesting from a theoretical point of view, while others are more suitable for practical use. The aims of the thesis are the presentation of these algorithms, their analysis and the display of basic examples. We want to figure out which algorithm is currently the fastest in solving this problem
In this study we have compared five different heuristic algorithms for adding edges to existing grap...
While the processor frequency has failed to significantly increase in the last decade, the needs of ...
Cilj ovog rada je opisati dio jedne grane matematike sa širokim rasponom primjena, teorije grafova. ...
Let us assume that it is our intention to transfer material from source to sink through the nodes of...
This thesis deals with the maximum flow problem in network. First part describes and explains basic ...
In the introduction we define the maximum triangle packing optimization problem and situate it withi...
The classical Ford-Fulkerson algorithm computes a maximum u-v flow and a minimum u-v cut between two...
Finding an optimal path in a state space is often very difficult in practise. The goal of this diplo...
The base concepts and theorems of the Graph Theory and related Graph Algorithms are taught in the co...
In order to predict the behaviour of networks with machine-learning algorithms, the vector represent...
This diploma thesis deals with solving problems in graphs using elimination algorithms. It contains ...
This paper examines the Ford-Fulkerson algorithm for finding the maximum flow in the flow network. ...
Algoritmy z teorie grafů mají velké použití např. v logistice, plánování projektů a v různých typech...
In this thesis we consider image segmentation using maximum flow. In the first part of the thesis we...
The thesis explores the formulation and implementation of an application that divides, computes and ...
In this study we have compared five different heuristic algorithms for adding edges to existing grap...
While the processor frequency has failed to significantly increase in the last decade, the needs of ...
Cilj ovog rada je opisati dio jedne grane matematike sa širokim rasponom primjena, teorije grafova. ...
Let us assume that it is our intention to transfer material from source to sink through the nodes of...
This thesis deals with the maximum flow problem in network. First part describes and explains basic ...
In the introduction we define the maximum triangle packing optimization problem and situate it withi...
The classical Ford-Fulkerson algorithm computes a maximum u-v flow and a minimum u-v cut between two...
Finding an optimal path in a state space is often very difficult in practise. The goal of this diplo...
The base concepts and theorems of the Graph Theory and related Graph Algorithms are taught in the co...
In order to predict the behaviour of networks with machine-learning algorithms, the vector represent...
This diploma thesis deals with solving problems in graphs using elimination algorithms. It contains ...
This paper examines the Ford-Fulkerson algorithm for finding the maximum flow in the flow network. ...
Algoritmy z teorie grafů mají velké použití např. v logistice, plánování projektů a v různých typech...
In this thesis we consider image segmentation using maximum flow. In the first part of the thesis we...
The thesis explores the formulation and implementation of an application that divides, computes and ...
In this study we have compared five different heuristic algorithms for adding edges to existing grap...
While the processor frequency has failed to significantly increase in the last decade, the needs of ...
Cilj ovog rada je opisati dio jedne grane matematike sa širokim rasponom primjena, teorije grafova. ...