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    New Models and Methods for Formation and Analysis of Social Networks 

    Dhamal, Swapnil
    Social networks are an inseparable part of human lives, and play a major role in a wide range of activities in our day-to-day as well as long-term lives. The rapid growth of online social networks has enabled people to ...

    Acyclic Edge Coloring Of Graphs 

    Basavaraju, Manu (2013-10-07)
    A proper edge coloring of G =(V,E)is a map c : E → C (where C is the set of available colors ) with c(e) ≠ c(ƒ) for any adjacent edges e,f. The minimum number of colors needed to properly color the edges of G, is called ...

    Rainbow Colouring and Some Dimensional Problems in Graph Theory 

    Rajendraprasad, Deepak (2018-04-05)
    This thesis touches three different topics in graph theory, namely, rainbow colouring, product dimension and boxicity. Rainbow colouring An edge colouring of a graph is called a rainbow colouring, if every pair of vertices ...

    On Dimensional Parameters Of Graphs And Posets 

    Adiga, Abhijin (2013-06-21)
    In this thesis we study the following dimensional parameters : boxicity, cubicity, threshold dimension and poset dimension. While the first three parameters are defined on graphs, poset dimension is defined on partially ...

    Parameterized Complexity of Maximum Edge Coloring in Graphs 

    Goyal, Prachi (2018-03-09)
    The classical graph edge coloring problem deals in coloring the edges of a given graph with minimum number of colors such that no two adjacent edges in the graph, get the same color in the proposed coloring. In the following ...

    Rainbow Connection Number Of Graph Power And Graph Products 

    Arunselvan, R (2014-09-09)
    The minimum number of colors required to color the edges of a graph so that any two distinct vertices are connected by at least one path in which no two edges are colored the same is called its rainbow connection number. ...

    The Isoperimetric Problem On Trees And Bounded Tree Width Graphs 

    Bharadwaj, Subramanya B V (2010-08-26)
    In this thesis we study the isoperimetric problem on trees and graphs with bounded treewidth. Let G = (V,E) be a finite, simple and undirected graph. For let δ(S,G)= {(u,v) ε E : u ε S and v ε V – S }be the edge boundary ...

    Hadwiger's Conjecture On Circular Arc Graphs 

    Belkale, Naveen (2009-04-30)
    Conjectured in 1943, Hadwiger’s conjecture is one of the most challenging open problems in graph theory. Hadwiger’s conjecture states that if the chromatic number of a graph G is k, then G has a clique minor of size at ...

    Algorithmic and Combinatorial Questions on Some Geometric Problems on Graphs 

    Babu, Jasine (2018-05-08)
    This thesis mainly focuses on algorithmic and combinatorial questions related to some geometric problems on graphs. In the last part of this thesis, a graph coloring problem is also discussed. Boxicity and Cubicity: These ...

    Game-Theoretic Analysis of Strategic Behaviour in Networks, Crowds and Classrooms 

    Vallam, Rohith Dwarakanath (2018-01-03)
    Over the past decade, the explosive growth of the Internet has led to a surge of interest to understand and predict aggregate behavior of large number of people or agents, particularly when they are connected through an ...

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    AuthorAdiga, Abhijin (1)Arunselvan, R (1)Babu, Jasine (1)Basavaraju, Manu (1)Belkale, Naveen (1)Bharadwaj, Subramanya B V (1)Dhamal, Swapnil (1)Goyal, Prachi (1)Rajendraprasad, Deepak (1)Vallam, Rohith Dwarakanath (1)Subject
    Graph Theory (10)
    Computer Science (7)Cubicity (3)Boxicity (2)Circular Arc Graphs (2)Graph - Coloring (2)Mathematics (2)Social Networks (2)Threshold Graphs (2)Trees (Graph Theory) (2)... View MoreDate Issued2018 (4)2013 (2)2009 (1)2010 (1)2014 (1)Has File(s)Yes (10)

    etd@IISc is a joint service of SERC & J R D Tata Memorial (JRDTML) Library || Powered by DSpace software || DuraSpace
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