Continuous super-Brownian motions in two and more dimensions are known to have singular measure states. However, by weakening the branching mechanism in an irregular way they can be forced to have absolutely continuous states. The sufficient conditions we impose are identified in a couple of examples with irregularities in only one coordinate. This includes the case of branching restricted to some densely situated ensemble of hyperplanes
AbstractWe consider a critical finite measure-valued super-Brownian motion X=(Xt,Pμ) in Rd, whose lo...
We study the mass of a d-dimensional super-Brownian motion as it first exits an increasing sequence ...
We construct a measure valued Markov process which we call infinite canonical super-Brownian motion,...
Continuous super-Brownian motions in two and higher dimensions are known to have singular measure st...
Continuous super-Brownian motions in two and higher dimensions are known to have singular measure st...
It has been well known for a long time that the measure states of the process in the title are absol...
AbstractClassical super-Brownian motion (SBM) is known to take values in the space of absolutely con...
It has been well-known for a long time that the measure states of the process in the title are absol...
It has been well-known for a long time that the measure states of the process in the title are absol...
We rst consider a super Brownian motion X with a general branching mechanism. Using the Brownian sna...
A continuous super-Brownian motion #CHI#"#rho# is constructed in which branching occurs only in...
A continuous super-Brownian motion XQ is constructed in which branching occurs only in the presen...
Abstract. Classical super–Brownian motion (SBM) is known to take values in the space of absolutely c...
A class of interacting superprocesses arising from branching particle systems with continuous spatia...
AbstractWe introduce several martingale changes of measure of the law of the exit measure of super B...
AbstractWe consider a critical finite measure-valued super-Brownian motion X=(Xt,Pμ) in Rd, whose lo...
We study the mass of a d-dimensional super-Brownian motion as it first exits an increasing sequence ...
We construct a measure valued Markov process which we call infinite canonical super-Brownian motion,...
Continuous super-Brownian motions in two and higher dimensions are known to have singular measure st...
Continuous super-Brownian motions in two and higher dimensions are known to have singular measure st...
It has been well known for a long time that the measure states of the process in the title are absol...
AbstractClassical super-Brownian motion (SBM) is known to take values in the space of absolutely con...
It has been well-known for a long time that the measure states of the process in the title are absol...
It has been well-known for a long time that the measure states of the process in the title are absol...
We rst consider a super Brownian motion X with a general branching mechanism. Using the Brownian sna...
A continuous super-Brownian motion #CHI#"#rho# is constructed in which branching occurs only in...
A continuous super-Brownian motion XQ is constructed in which branching occurs only in the presen...
Abstract. Classical super–Brownian motion (SBM) is known to take values in the space of absolutely c...
A class of interacting superprocesses arising from branching particle systems with continuous spatia...
AbstractWe introduce several martingale changes of measure of the law of the exit measure of super B...
AbstractWe consider a critical finite measure-valued super-Brownian motion X=(Xt,Pμ) in Rd, whose lo...
We study the mass of a d-dimensional super-Brownian motion as it first exits an increasing sequence ...
We construct a measure valued Markov process which we call infinite canonical super-Brownian motion,...