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    Improved approximation bounds on maximum edge q coloring of dense graphs 

    Hashim, Talha
    The anti-Ramsey number ar(G,H) with input graph G and pattern graph H, is the maximum positive integer k such that there exists an edge coloring of G using k colors, in which there are no rainbow subgraphs isomorphic to ...

    Problems on bend-number, circular separation dimension and maximum edge 2-colouring 

    Lahiri, Abhiruk
    Representation of graphs as the intersection graphs of geometric objects has a long history. The objective is to a nd a collection of \simple" sets S such that a given graph G is its intersection graph. We are interested ...

    Deep Learning over Hypergraphs 

    Yadati, Naganand
    Graphs have been extensively used for modelling real-world network datasets, however, they are restricted to pairwise relationships, i.e., each edge connects exactly two vertices. Hypergraphs relax the notion of edges ...

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    AuthorHashim, Talha (1)Lahiri, Abhiruk (1)Yadati, Naganand (1)Subject
    Graphs (3)
    TECHNOLOGY (3)
    anti-Ramsey number (1)circular separation dimension (1)edge coloring problem (1)EPG graph (1)geometric objects (1)graph neural networks (1)Halin graphs (1)Hypergraphs (1)... View MoreHas File(s)
    Yes (3)

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