Главная
Study mode:
on
1
Miracles of Alget
2
A Graph and its Adjacency
3
Algebraic and Spectral Graph
4
Spring Networks
5
Drawing Planar Graphs with
6
Tutte's Theorem 63
7
The Laplacian Quadratic Form
8
The Laplacian Matrix of G
9
Weighted Graphs
10
Spectral Graph Theory
11
Courant-Fischer Theorem
12
Spectral Graph Drawing
13
Dodecahedron
14
Erdős's co-authorship graph
15
When there is a "nice" drawi
16
Measuring boundaries of sets
17
Spectral Clustering and Partition
18
Cheeger's Inequality - sharpe
19
Schild's tighter analysis by eq
20
The Graph Isomorphism Pro
21
The Graph Automorphism F
22
Approximating Graphs A graph H is an e-approxima
23
Sparse Approximations
24
To learn more
Description:
Explore a captivating AMS-MAA Invited Address from the 2019 Joint Mathematics Meetings, delivered by Yale University's Daniel Spielman. Delve into the fascinating world of algebraic graph theory, covering topics such as adjacency matrices, spectral graph theory, and the Laplacian quadratic form. Discover the applications of graph theory in various fields, including network analysis and graph drawing. Examine key concepts like Cheeger's Inequality, spectral clustering, and graph isomorphism. Gain insights into the practical implications of these mathematical concepts and their relevance in modern research and technology.

Miracles of Algebraic Graph Theory

Joint Mathematics Meetings
Add to list