1 citations · 1 across the 7 of their papers we have counts for
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Elephant random walk with attributed steps and extractions of random sizes
Sooraj M, Moumanti Podder, Archi Roy
We study a model of market economics wherein the -st customer, for each , with being a prespecified positive integer, draws a sample of (random) size $K_{n…
An exactly solvable evaporation-deposition PCA with long-distance interactions
Arvind Ayyer, Moumanti Podder
We consider a probabilistic cellular automaton (PCA) of evaporation-deposition on the one-dimensional lattice having sites with periodic boundary conditions, in which each site…
Elephant random walks with multiple extractions and general reinforcement functions
Moumanti Podder, Archi Roy
We consider a generalized model of elephant random walks wherein the walker, during the -st time-stamp, draws from the past (i.e. the set ) a sample of …
Largest eigenvalue of positive mean Gaussian matrices
Arijit Chakrabarty, Rajat Subhra Hazra, Moumanti Podder
This short note studies the fluctuations of the largest eigenvalue of symmetric random matrices with correlated Gaussian entries having positive mean. Under the assumption that the…
Percolation games on rooted, edge-weighted random trees
Sayar Karmakar, Moumanti Podder, Souvik Roy +1
Consider a rooted Galton-Watson tree , to each of whose edges we assign, independently, a weight that equals with probability , with probability and …
Learning models on rooted regular trees with majority update policy: convergence and phase transition
Moumanti Podder, Anish Sarkar
We study a learning model in which an agent is stationed at each vertex of , the rooted tree in which each vertex has children. At any time-step $t \in \mathbb{…