Grigoryan A, Hu J. Off-diagonal upper estimates for the heat kernel of the Dirichlet forms on metric spaces. INVENTIONES MATHEMATICAE. 2008;174(1):81-126
Abstract. In this paper we give various equivalent characterizations of upper estimates of heat kern...
We prove that in the presence of L² Gaussian estimates, the so-called Davies–Gaffney estimates,on-di...
AbstractWe prove a certain inequality for a subsolution of the heat equation associated with a regul...
Abstract. We show that a near-diagonal lower bound of the heat kernel of a Dirichlet form on a metri...
Abstract. We show that a near-diagonal lower bound of the heat kernel of a Dirichlet form on a metri...
Abstract. We give equivalent characterizations for off-diagonal upper bounds of the heat kernel of a...
Abstract. We give equivalent characterizations for off-diagonal upper bounds of the heat kernel of a...
Grigoryan A, Hu E, Hu J. Lower estimates of heat kernels for non-local Dirichlet forms on metric mea...
Abstract. We investigate off-diagonal upper bounds of heat kernels for local regular Dirichlet forms...
Grigoryan A, Hu J, Lau K-S. ESTIMATES OF HEAT KERNELS FOR NON-LOCAL REGULAR DIRICHLET FORMS. Transac...
Abstract. In this paper we present new heat kernel upper bounds for a certain class of non-local reg...
Grigoryan A, Hu E, Hu J. Two-sided estimates of heat kernels of jump type Dirichlet forms. ADVANCES ...
Abstract. In this paper we give various equivalent characterizations of upper estimates of heat kern...
Bendikov A, Grigoryan A, Hu E, Hu J. Heat kernels and non-local Dirichlet forms on ultrametric space...
Abstract. In this paper we prove that sub-Gaussian estimates of heat kernels of regular Dirichlet fo...
Abstract. In this paper we give various equivalent characterizations of upper estimates of heat kern...
We prove that in the presence of L² Gaussian estimates, the so-called Davies–Gaffney estimates,on-di...
AbstractWe prove a certain inequality for a subsolution of the heat equation associated with a regul...
Abstract. We show that a near-diagonal lower bound of the heat kernel of a Dirichlet form on a metri...
Abstract. We show that a near-diagonal lower bound of the heat kernel of a Dirichlet form on a metri...
Abstract. We give equivalent characterizations for off-diagonal upper bounds of the heat kernel of a...
Abstract. We give equivalent characterizations for off-diagonal upper bounds of the heat kernel of a...
Grigoryan A, Hu E, Hu J. Lower estimates of heat kernels for non-local Dirichlet forms on metric mea...
Abstract. We investigate off-diagonal upper bounds of heat kernels for local regular Dirichlet forms...
Grigoryan A, Hu J, Lau K-S. ESTIMATES OF HEAT KERNELS FOR NON-LOCAL REGULAR DIRICHLET FORMS. Transac...
Abstract. In this paper we present new heat kernel upper bounds for a certain class of non-local reg...
Grigoryan A, Hu E, Hu J. Two-sided estimates of heat kernels of jump type Dirichlet forms. ADVANCES ...
Abstract. In this paper we give various equivalent characterizations of upper estimates of heat kern...
Bendikov A, Grigoryan A, Hu E, Hu J. Heat kernels and non-local Dirichlet forms on ultrametric space...
Abstract. In this paper we prove that sub-Gaussian estimates of heat kernels of regular Dirichlet fo...
Abstract. In this paper we give various equivalent characterizations of upper estimates of heat kern...
We prove that in the presence of L² Gaussian estimates, the so-called Davies–Gaffney estimates,on-di...
AbstractWe prove a certain inequality for a subsolution of the heat equation associated with a regul...
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