Introduction
What this guide covers
Mathematical and statistical analysis of transport, diffusion and epidemic propagation phenomena on static, dynamic and temporal evolution topologies.
Overview
Topics covered
- Introduction
- Dynamic Processes and Temporal Networks
- Fundamentals of Graphs and Spectral Operators
- Symmetric Normalized Laplacian and Random Walk
- Diffusion and Random Walks
- Consensus Networks and Centrality Metrics
Related concepts
Main connections
Compatible notation
Mathematical sample in LaTeX
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A_{ij} = \begin{cases} w_{ij} & \text{if } (v_i, v_j) \in E \\ 0 & \text{In another case} \end{cases}