Hitting distributions domination and subordinate resolvents; an analytic approach

Nicu Boboc; Gheorghe Bucur

Displaying similar documents to “Hitting distributions domination and subordinate resolvents; an analytic approach”

A note on Revuz measure

Murali Rao (1980)

Séminaire de probabilités de Strasbourg

Similarity:

Riesz representation and duality of Markov processes

Ming Liao (1985)

Séminaire de probabilités de Strasbourg

Similarity:

Homogeneous random measures and strongly supermedian kernels of a Markov process.

Fitzsimmons, P.J., Getoor, R.K. (2003)

Electronic Journal of Probability [electronic only]

Similarity:

Duality and the Martin compactification

John C. Taylor (1972)

Annales de l'institut Fourier

Similarity:

Let $ℋ$ be a Bauer sheaf that admits a Green function. Then there exists a diffusion process corresponding to the sheaf whose resolvent possesses a Hunt-Kunita-Watanabe dual resolvent that comes from a diffusion process. If $ℋ$ is a Brelot sheaf which possesses an adjoint sheaf $ℋ^{*}$ the dual process corresponds to $ℋ^{*}$ . The Martin compactification defined by a Brelot sheaf $ℋ$ that admits a Green function coincides with a Kunita-Watanabe compactification defined by the dual resolvent. ...