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Found 4 papers, 1 papers with code
Random walks on simplicial complexes
Whereas the Laplacian of a graph has a simple probabilistic interpretation as the generator of a continuous time Markov chain on the graph, things are not so direct when considering simplicial complexes.
Complex systems in Ecology: a guided tour with large Lotka-Volterra models and random matrices
Ecosystems represent archetypal complex dynamical systems, often modelled by coupled differential equations of the form $$ \frac{d x_i}{d t} = x_i \varphi_i(x_1,\cdots, x_N)\ , $$ where $N$ represents the number of species and $x_i$, the abundance of species $i$.
Estimation of dense stochastic block models visited by random walks
We are interested in recovering information on a stochastic block model from the subgraph discovered by an exploring random walk.
Inference with selection, varying population size and evolving population structure: Application of ABC to a forward-backward coalescent process with interactions
Second, we develop an Approximate Bayesian Computation framework to use our model for analyzing genetic data.
Populations and Evolution Probability Applications 92D25, 60J80, 92D15, 60J75
