%0 Journal Article %1 ethier1993transition %A Ethier, S. N. %A Griffiths, R. C. %D 1993 %I Institute of Mathematical Statistics %J The Annals of Probability %K Wright-Fisher_diffusion coalescent_theory special_functions %N 3 %P pp. 1571-1590 %T The Transition Function of a Fleming-Viot Process %U http://projecteuclid.org/euclid.aop/1176989131 %V 21 %X Let S be a compact metric space, let θ ≥ 0, and let ν0 be a Borel probability measure on S. An explicit formula is found for the transition function of the Fleming-Viot process with type space S and mutation operator (Af)(x) = (1/2)θ∫S(f(ξ) - f(x))ν0(dξ).

@article{ethier1993transition, abstract = {Let S be a compact metric space, let θ ≥ 0, and let ν0 be a Borel probability measure on S. An explicit formula is found for the transition function of the Fleming-Viot process with type space S and mutation operator (Af)(x) = (1/2)θ∫S(f(ξ) - f(x))ν0(dξ).}, added-at = {2013-01-25T00:57:55.000+0100}, author = {Ethier, S. N. and Griffiths, R. C.}, biburl = {https://www.bibsonomy.org/bibtex/2d09fd0e8d150641b04e432488f1311cf/peter.ralph}, interhash = {897ef08b72951b0bb45a21998aac2e56}, intrahash = {d09fd0e8d150641b04e432488f1311cf}, issn = {00911798}, journal = {The Annals of Probability}, keywords = {Wright-Fisher_diffusion coalescent_theory special_functions}, language = {English}, number = 3, pages = {pp. 1571-1590}, publisher = {Institute of Mathematical Statistics}, timestamp = {2013-01-25T00:58:27.000+0100}, title = {The Transition Function of a Fleming-Viot Process}, url = {http://projecteuclid.org/euclid.aop/1176989131}, volume = 21, year = 1993 }