离散数学中图论一般包括图的基本概念、图的连通、树、几种特殊的图这几个部

Graph theory in discrete mathematics generally includes the basic concepts of graphs, graph connectivity, trees, and several special graphs. Graph theory is an important theory in discrete mathematics. Through this theory, two important concepts of graph and tree in data structure are given, which strengthens the situation of computer analysis and processing of linear structure objects; with the support of graph theory as the theoretical foundation , we usually use a tree to represent the source program grammatical structure in the compiler, resulting in two different parse trees: bottom-up and top-down

In discrete mathematics, graph theory generally includes the basic concept of graph, the connectivity of graph, tree and several special graphs. Graph theory is an important theory in discrete mathematics. Through this theory, two important concepts of graph and tree in data structure are given, which strengthens the analysis and processing of linear structure objects by computer; With the support of graph theory, we usually use trees to represent the syntax structure of source programs in compilers, resulting in two different syntax analysis trees: bottom-up and top-down

Graph theory in discrete mathematics generally includes the basic concept of graph, connectivity of graph, tree and several special graphs. Graph theory is an important theory in discrete mathematics. Through this theory, two important concepts of graph and tree in data structure are given, which strengthens the analysis and processing of linear structure objects by computers. With the theoretical support of graph theory, we usually use trees to represent the syntax structure of source programs in compiling programs, resulting in two different syntax analysis trees, bottom-up and top-down.