Publication date
January 1997
DOIAbstract
We give a straightforward proof that divergence-form elliptic operators of order m on a d-dimensional Lie group with m ≥ d have Hölder continuous kernels satisfying Gaussian bounds
We give a straightforward proof that divergence-form elliptic operators of order m on a d-dimensional Lie group with m ≥ d have Hölder continuous kernels satisfying Gaussian bounds
Let G be a connected Lie group with Lie algebra and an algebraic basis of . Further let denote the g...
Let G be a connected Lie group with Lie algebra and an algebraic basis of . Further let denote the g...
Let G be a connected Lie group with Lie algebra and an algebraic basis of . Further let denote the g...
We give a straightforward proof that divergence-form elliptic operators of order m on a d-dimensiona...
We give a straightforward proof that divergence-form elliptic operators of order m on a d-dimensiona...
We give a straightforward proof that divergence-form elliptic operators of order m on a d-dimensiona...
We give a straightforward proof that divergence-form elliptic operators of order m on a d-dimensiona...
AbstractEach strongly elliptic operator in the enveloping Lie algebra associated with a continuous r...
Let G be a connected Lie group of polynomial growth. We consider m-th order subelliptic differential...
We prove Gaussian estimates for the kernel of the semigroup generated by a second order operator A i...
We prove Gaussian estimates for the kernel of the semigroup generated by a second order operator A i...
We prove Gaussian estimates for the kernel of the semigroup generated by a second order operator A i...
We prove Gaussian estimates for the kernel of the semigroup generated by a second order operator A i...
AbstractWe study the heat kernel of higher order elliptic operators or systems under divergence form...
Let G be a connected Lie group with Lie algebra and an algebraic basis of . Further let denote the g...
Let G be a connected Lie group with Lie algebra and an algebraic basis of . Further let denote the g...
Let G be a connected Lie group with Lie algebra and an algebraic basis of . Further let denote the g...
Let G be a connected Lie group with Lie algebra and an algebraic basis of . Further let denote the g...
We give a straightforward proof that divergence-form elliptic operators of order m on a d-dimensiona...
We give a straightforward proof that divergence-form elliptic operators of order m on a d-dimensiona...
We give a straightforward proof that divergence-form elliptic operators of order m on a d-dimensiona...
We give a straightforward proof that divergence-form elliptic operators of order m on a d-dimensiona...
AbstractEach strongly elliptic operator in the enveloping Lie algebra associated with a continuous r...
Let G be a connected Lie group of polynomial growth. We consider m-th order subelliptic differential...
We prove Gaussian estimates for the kernel of the semigroup generated by a second order operator A i...
We prove Gaussian estimates for the kernel of the semigroup generated by a second order operator A i...
We prove Gaussian estimates for the kernel of the semigroup generated by a second order operator A i...
We prove Gaussian estimates for the kernel of the semigroup generated by a second order operator A i...
AbstractWe study the heat kernel of higher order elliptic operators or systems under divergence form...
Let G be a connected Lie group with Lie algebra and an algebraic basis of . Further let denote the g...
Let G be a connected Lie group with Lie algebra and an algebraic basis of . Further let denote the g...
Let G be a connected Lie group with Lie algebra and an algebraic basis of . Further let denote the g...
Let G be a connected Lie group with Lie algebra and an algebraic basis of . Further let denote the g...
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