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Concept
Graph Invariants
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Summary
Graph Invariants
are
Properties of graphs
that remain unchanged under
Graph isomorphisms
, providing a powerful tool for distinguishing
Non-isomorphic graphs
and
Analyzing graph structures
. They are crucial in various applications, including
Network Analysis
, chemistry, and computer science, where understanding the
Fundamental properties of graph models
is essential.
Concepts
Graph Isomorphism
Chromatic Number
Graph Connectivity
Euler Characteristic
Graph Spectrum
Degree Sequence
Planarity
Graph Automorphism
Treewidth
Clique Number
Randic Index
Graph Equivalence
Topological Index
Graph Canonical Form
Canonical Labeling
Relevant Degrees
Number Theory 60%
Combinatorial Analysis and Graph Theory 40%
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