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Chapter and Conference Paper
An Erdős–Pósa Theorem on Neighborhoods and Domination Number
The neighborhood packing number of a graph is the maximum number of...
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Chapter and Conference Paper
Conflict Free Version of Covering Problems on Graphs: Classical and Parameterized
Let \(\mathrm{\Pi }\) be a family of graphs. In the classical
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Chapter and Conference Paper
Reducing Rank of the Adjacency Matrix by Graph Modification
The main topic of this article is to study a class of graph modification problems. A typical graph modification problem takes as input a graph G, a positive integer k and the objective is to add/delete k vertices...
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Chapter and Conference Paper
Parameterized Algorithms for Even Cycle Transversal
We consider a decision version of the problem of finding the minimum number of vertices whose deletion results in a graph without even cycles. While this problem is a natural analogue of the Odd Cycle Transversal