Servet Martínez

Quasi-stationary distributions and diffusion models in population dynamics

In this paper, we study quasi-stationarity for a large class of Kolmogorov diffusions. The main novelty here is that we allow the drift to go to

Calcium/calmodulin-dependent protein kinase type IV Is a target gene of the Wnt/β-catenin signaling pathway

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Cellular automata and complex systems

at the origin, and the diffusion to have an entrance boundary at

Inverse of Strictly Ultrametric Matrices are of Stieltjes Type

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Cellular Automata and Cooperative Systems

. These diffusions arise as images, by a deterministic map, of generalized Feller diffusions, which themselves are obtained as limits of rescaled birth--death processes. Generalized Feller diffusions take nonnegative values and are absorbed at zero in finite time with probability

Cesaro mean distribution of group automata starting from measures with summable decay

1

Genome-wide identification of new Wnt/β-catenin target genes in the human genome using CART method

. An important example is the logistic Feller diffusion. We give sufficient conditions on the drift near

Metabolomic study of Chilean biomining bacteria Acidithiobacillus ferrooxidans strain Wenelen and Acidithiobacillus thiooxidans strain Licanantay

0

EXISTENCE OF NON-TRIVIAL QUASI-STATIONARY DISTRIBUTIONS IN THE BIRTH-DEATH CHAIN

and near

Fluctuations in Derrida's Random Energy and Generalized Random Energy Models

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