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    Maths Subject Discrete Structures

    Uploaded by

    Sukhan Sandhu
    This document discusses discrete structures and properties of graphs. It defines a graph as a set of vertices connected by edges. A few properties of graphs are described, including the degree of a vertex which is the number of edges connected to it, and paths which are sequences of vertices connected by edges. The document provides examples of calculating the degree of vertices in simple graphs.

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    © All Rights Reserved
    Download as PDF, TXT or read online from Scribd

    Maths Subject Discrete Structures

    Uploaded by

    Sukhan Sandhu
    26 views10 pages
    This document discusses discrete structures and properties of graphs. It defines a graph as a set of vertices connected by edges. A few properties of graphs are described, including the degree of a vertex which is the number of edges connected to it, and paths which are sequences of vertices connected by edges. The document provides examples of calculating the degree of vertices in simple graphs.

    Original Description:

    assignment on discrete structures

    Original Title

    maths Subject Discrete Structures

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    This document discusses discrete structures and properties of graphs. It defines a graph as a set of vertices connected by edges. A few properties of graphs are described, including the degree of a vertex which is the number of edges connected to it, and paths which are sequences of vertices connected by edges. The document provides examples of calculating the degree of vertices in simple graphs.

    Copyright:

    © All Rights Reserved
    Download as PDF, TXT or read online from Scribd
    Download as pdf or txt
    26 views10 pages

    Maths Subject Discrete Structures

    Uploaded by

    Sukhan Sandhu
    This document discusses discrete structures and properties of graphs. It defines a graph as a set of vertices connected by edges. A few properties of graphs are described, including the degree of a vertex which is the number of edges connected to it, and paths which are sequences of vertices connected by edges. The document provides examples of calculating the degree of vertices in simple graphs.

    Copyright:

    © All Rights Reserved
    Download as PDF, TXT or read online from Scribd
    Download as pdf or txt
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