Tag: random walks

• Wed 20 January 2021 - The Laplacian Quadratic Form Is an Edge-Energy Sum - updated: Tue 11 June 2024
• Tue 27 June 2023 - Simple Random Walk Is Reversible with Degree Weights
• Tue 31 May 2016 - Effective Resistance Is a Laplacian Pseudoinverse Distance - updated: Sun 07 May 2023
• Fri 26 April 2019 - Detailed Balance Makes a Chain Reversible - updated: Wed 22 June 2022
• Tue 03 October 2017 - Laplacian Nullity Counts Connected Components
• Fri 17 March 2017 - A Stationary Distribution Is a Left Eigenvector
• Sat 15 October 2011 - The Fundamental Matrix Sums Visits before Absorption - updated: Wed 28 August 2013
• Sat 11 February 2012 - Cheeger's Inequality Links Expansion to the Spectral Gap
• Wed 29 April 2009 - Chapman--Kolmogorov Is Matrix Multiplication
• Wed 25 March 2009 - Gambler's Ruin Solves a Discrete Harmonic Equation