Browsing by Advisor "Hariharan, Ramesh"
Now showing items 1-3 of 3
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Approximation algorithms for the K- MST problem
Given a graph GGG on nnn vertices, the kkk-MST optimization problem is to find a tree spanning at least kkk vertices of GGG such that the cost of the tree is minimized over all such possible trees. The main contribution ... -
Bounds On Augmented Automata And Quantum Adiabatic Optimization
(2009-05-25)Quantum computing has generated a lot of interested in the past two decades. Research into powerful models of quantum computation has yielded important and elegant results like an efficient algorithm for factoring and a ... -
Some results about minimum cuts, treewidth and hamiltonian circuits
In this thesis, we study various graph theoretic structures. One of the topics we study is the minimum cuts in a graph. We relate the number of minimum cuts in a weighted undirected graph with various structural parameters ...

