M.Sc. C.S. Proposal Defense: Jean Villar Malolos (On Minimum Connected Dominating Sets of some Biological Networks)

June 28, 2021

ONLINE (Zoom)

4 p.m. - 6 p.m.

Zoom Link

Meeting ID: 852 7778 8877

Meeting Password: gsatdm2021

Panel Members

Henry ADORNA, Adviser

Jan Michael YAP, co-Adviser

John Justine VILLAR, Panel

Pia Regina Fatima ZAMORA, Panel

ABSTRACT

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Graph representation of some biological networks have been utilized to develop computational models in accordance to its structure and properties. The Minimum Connected Dominating Set (MCDS) Problem is a subproblem of the Dominating Set Problem in graph theory that corresponds to the dominance of an induced subset in a given graph. This study aims to utilize the Maximum Leaf Spanning Tree based algorithm in acquiring the Minimum Connected Dominating Set of some biological networks. Applying this in Protein-Protein Interaction Network has shown potential in determining driver proteins.