Add to ORKGBogachev VI, Krylov NV, Röckner M. Regularity and global bounds of densities of invariant measures of diffusion processes. Doklady Mathematics. 2005;72(3):934-938
Let X be a continuous $d$-dimensional diffusion process and M the running supremum of the first comp...
We study global regularity properties of invariant measures associated with second order differentia...
Bogachev VI, Röckner M, Shaposhnikov SV. Estimates of Densities of Stationary Distributions and Tran...
We study global regularity properties of invariant measures associated with second order differentia...
AbstractWe study global regularity properties of invariant measures associated with second order dif...
Bogachev VI, Krylov N, Röckner M. Regularity of invariant measures: The case of non-constant diffusi...
We prove boundedness and sharp pointwise upper bounds for (the densities of) invariant measures of M...
Bogachev VI, Röckner M, Shaposhnikov SV. Global regularity and bounds for solutions of parabolic equ...
AbstractWe prove regularity (i.e., smoothness) of measuresμon Rdsatisfying the equationL*μ=0 whereLi...
Bogachev VP, Krylov NV, Röckner M. Differentiability of the invariant measures and transition probab...
We present a review of several results concerning invariant density estimation by observations of er...
Bogachev VI, Krylov NV, Röckner M. On regularity of transition probabilities and invariant measures ...
We present a review of several results concerning invariant density estimation by observations of er...
AbstractWe study regularity properties for invariant measures of semilinear diffusions in a separabl...
International audienceWe study the local existence and regularity of the density of the law of a fun...
Let X be a continuous $d$-dimensional diffusion process and M the running supremum of the first comp...
We study global regularity properties of invariant measures associated with second order differentia...
Bogachev VI, Röckner M, Shaposhnikov SV. Estimates of Densities of Stationary Distributions and Tran...
We study global regularity properties of invariant measures associated with second order differentia...
AbstractWe study global regularity properties of invariant measures associated with second order dif...
Bogachev VI, Krylov N, Röckner M. Regularity of invariant measures: The case of non-constant diffusi...
We prove boundedness and sharp pointwise upper bounds for (the densities of) invariant measures of M...
Bogachev VI, Röckner M, Shaposhnikov SV. Global regularity and bounds for solutions of parabolic equ...
AbstractWe prove regularity (i.e., smoothness) of measuresμon Rdsatisfying the equationL*μ=0 whereLi...
Bogachev VP, Krylov NV, Röckner M. Differentiability of the invariant measures and transition probab...
We present a review of several results concerning invariant density estimation by observations of er...
Bogachev VI, Krylov NV, Röckner M. On regularity of transition probabilities and invariant measures ...
We present a review of several results concerning invariant density estimation by observations of er...
AbstractWe study regularity properties for invariant measures of semilinear diffusions in a separabl...
International audienceWe study the local existence and regularity of the density of the law of a fun...
Let X be a continuous $d$-dimensional diffusion process and M the running supremum of the first comp...
We study global regularity properties of invariant measures associated with second order differentia...
Bogachev VI, Röckner M, Shaposhnikov SV. Estimates of Densities of Stationary Distributions and Tran...