We give a construction of a tree in which the contact process with any positive infection rate survives but, if a certain privileged edge e* is removed, one obtains two subtrees in which the contact process with infection rate smaller than 1/4 dies out.</p
This paper is concerned with the contact process with random vertex weights on regular trees, and st...
The contact process is a spatial stochastic process which has been used to model biological phenomen...
The contact process on an infinite homogeneous tree is shown to exhibit at least two phase transitio...
We give a construction of a tree in which the contact process with any positive infection rate survi...
We consider the contact process with infection rate lambda on a random (d + 1)-regular graph with n ...
We consider the contact process on finite and connected graphs and study the behavior of the extinct...
We construct graphs (trees of bounded degree) on which the contact process has critical rate (which ...
We analyze variants of the contact process that are built by modifying the percolative structure giv...
We study one specific version of the contact process on a graph. Here, we allow multiple infections ...
In this thesis, we discuss some aspects of both finite-volume and infinite-volume phase transitions ...
International audienceWe study the extinction time τ of the contact process started with full occupa...
We prove that the supercritical one-dimensional contact process survives in certain wedge-like space...
This paper is concerned with the contact process with random vertex weights on regular trees, and st...
The contact process is a spatial stochastic process which has been used to model biological phenomen...
The contact process on an infinite homogeneous tree is shown to exhibit at least two phase transitio...
We give a construction of a tree in which the contact process with any positive infection rate survi...
We consider the contact process with infection rate lambda on a random (d + 1)-regular graph with n ...
We consider the contact process on finite and connected graphs and study the behavior of the extinct...
We construct graphs (trees of bounded degree) on which the contact process has critical rate (which ...
We analyze variants of the contact process that are built by modifying the percolative structure giv...
We study one specific version of the contact process on a graph. Here, we allow multiple infections ...
In this thesis, we discuss some aspects of both finite-volume and infinite-volume phase transitions ...
International audienceWe study the extinction time τ of the contact process started with full occupa...
We prove that the supercritical one-dimensional contact process survives in certain wedge-like space...
This paper is concerned with the contact process with random vertex weights on regular trees, and st...
The contact process is a spatial stochastic process which has been used to model biological phenomen...
The contact process on an infinite homogeneous tree is shown to exhibit at least two phase transitio...
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