… deletion of vertices instead of edges, then the graph class Gim k is not closed under taking
immersions (for example, in a star on 7 vertices with duplicated edges, deleting … edge deletion …

… consider deletion of vertices instead of edges, then the graph class Gim k is not closed under
taking immersions (for example, in a star on seven vertices with duplicated edges, deleting …

… deletion of vertices instead of edges, then the graph class Gim k is not closed under taking
immersions (for example, in a star on 7 vertices with duplicated edges, deleting … edge deletion …

… We prove that for every H, this problem admits a polynomial kernel when parameterized by
… Linear kernels for edge deletion problems to immersion-closed graph classes. SIAM Journal …

… First, we show that every graph class with the SQGM or the SQGC property admit a treewidth…
Wrochna, Linear kernels for edge deletion problems to immersion-closed graph classes, in …

… A graph in this paper is permitted to have parallel edges (but no loops), unless it is … the
graph L ( G ) is always simple. Line graphs constitute a strictly larger class than the line graphs of …

… of graphs, graph parameters and graph classes without … series of vertex and/or edge
deletion and vertex dissolution. … of immersion-closed graph classes, where their respective …

… We also include examples of classes of graphs where \(\textrm{im}(\mu _m(G))\) exceeds
the lower bound. We conclude with a conjecture about \(\textrm{im}(\mu _m(K_t))\). …

… H-Edge Deletion) problem, we are given a graph G and we … vertex deletion problems for
hereditary graph classes with a … Linear kernels and singleexponential algorithms via protrusion …

… • Vertex deletion distance to every immersion-closed class of … More precisely, for every
immersionclosed class Π of semi-… A simpler linear time algorithm for embedding graphs into an …