Linked from

The 26 pages that link to Random walk, each with the reason it gives.

• DiffusionRelated: Many independent random steps produce the large-scale spreading seen in diffusion.

• Inertial navigation systemRelated: Random sensor noise can accumulate into drifting estimates of velocity, attitude, and position.

• Mean free pathRelated: Repeated free flights and collisions create random-walk transport through matter.

• Concentration gradientRelated: Random walks explain how molecular motion yields diffusion without directed particle paths.

• Polymer physicsRelated: An ideal polymer chain can be modeled as a random walk through space.

• Degree matrixRelated: Dividing adjacency entries by vertex degrees produces transition probabilities on an undirected graph.

• Lévy's continuity theoremRelated: Limit theorems for normalized random walks often reduce to convergence of increment characteristic functions.

• Snakes and LaddersRelated: Repeated dice rolls produce an unpredictable route through the board’s fixed transitions.

• Laplacian matrixRelated: Normalized Laplacians are algebraically linked to random walks on graphs.

• Wald's equationRelated: The position at a stopping time is a random sum of the walk's increments.

• Kolmogorov's two-series theoremRelated: Series convergence asks whether accumulated independent increments settle to a finite limit.