Boundaries from Inhomogeneous Bernoulli Trials
Publication date
2011
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Abstract
The boundary problem is considered for inhomogeneous increasing random walks on the square lattice \mathbbZ2+Z2+ with weighted edges. Explicit solutions are given for some instances related to the classical and generalized number triangles.
Keywords
Coin-tossing processes, weighted Pascal graph, boundary, combinatorial triangles
Citation
Gnedin, A V 2011, 'Boundaries from Inhomogeneous Bernoulli Trials', Progress in Probability, vol. 64, pp. 91-110. https://doi.org/10.1007/978-3-0346-0244-0_6