Transition density estimates for diffusion processes on homogeneous random Sierpinski carpets /

Código QR (código de barras bidimensional)

Transition density estimates for diffusion processes on homogeneous random Sierpinski carpets /

Na minha lista:

Detalhes bibliográficos
Outros Autores:	Hambly, Ben M., Kumagai, Takashi., Kusuoka, Shigeo., Zhou, Xian Yin.
Formato:	Atigo
Idioma:	English
Assuntos:	Heat equation Random fractaj diffusion process Sierpinski carpet Transition densities
Tags:	Adicionar Tag Sem tags, seja o primeiro a adicionar uma tag!

Thư viện lưu trữ:	Thư viện Trường Đại học Đà Lạt

Registros relacionados

Estimation of membrane diffusion coefficients and equilibration times for low-density polyethylene passive diffusion samplers /
por: Divine, Craig E.

Limit theorems for random degenerate diffusions /
por: Basak, Gopal K.

On the homogenization of oscillatory solutions to nonlinear convection-diffusion equations /
por: Tadmor, Eitan.

A review of experimental measurements of effective diffusive permeabilities and effective diffusion coefficients in biofilms /
por: Stewart, Philip S.

Randomized unbiased nonparametric estimates of nonestimable functionals /
por: Rychlik, Tomasz.

Asymptotic behavior of the transition probability of a simple random walk on a line graph /
por: Shirai, Tomoyuki.

Local structure of solutions of the reaction-diffusion equations /
por: Abdullaev, Ugur G.

Traveling wave solutions for some quasilinear diffusion equations /
por: Oshiro, Hideaki.

On positive steady-states for some reaction-diffusion system /
por: Nakashima, Kimie.

Disappearing interfaces in nonlinear diffusion /
por: Guedda, M.

Behaviour of a class of nonlinear diffusion-convection equations /
por: Jasor, Marie-Josee.

A level crossing density estimation method /
por: Huang, Mei Ling.

Random dynamical systems /
por: Arnold, L. 1937-
Publicado em: (2003)

Random dynamical systems /
por: Arnold, L. 1937-
Publicado em: (2003)

Blow-up profile of a solution for a nonlinear heat equation withsmall diffusion /
por: Yagisita, Hiroki.

On stability of nonhomogeneous periodic solutions to reaction-diffusion equations /
por: Dikansky, Arnold.

Local bandwidth selection for kernel density estimation from right-censored data based on asymptotic mean absolute error /
por: Kuhn, J. W.

Kernel density estimators from quantized data /
por: Pawlak, M.

Diffuse interface model of solid-liquid phase transition with internal energy as an order parameter /
por: Pawlow, Irena.

A certain class of reaction-diffusion systems with feedback effects /
por: Yamada, Yoshio.

Random responding as a threat to the validity of effect size estimates in correlational research /
por: Crede, Marcus.

On an infinite system of reaction-diffusion equations /
por: Benilan, Philippe.

Instantaneous shrinking and exact local estimations of solutions in nonlinear diffusion absorption /
por: Abdullaev, Ugur G.

Nonparametric estimation of the diffusion coefficient of stochastic volatility models /
por: Reno, Roberto.

Global properties of pair diffusion models /
por: Glitzky, Annegret.

Random matrix models and their applications /
Publicado em: (2001)

Random matrix models and their applications /
Publicado em: (2001)

Critical speed to avoid blow-up in diffusive medium /
por: Olmstead, W. E.

Study of monolayer dispersion of MoO3 on muscovite powder and diffusing behavior of MoO3 on muscovite wafer by SR-TXRF /

Random fixed point theorems for multivalued inward random operators on Banach spaces /
por: Beg, Ismat.

Series representation of random mappings and their extension /
por: Dang Hung Thang.

Density functional theory of atoms and molecules
por: Parr, Robert G.
Publicado em: (1989)

Markov random fields and their applications /
por: Kindermann, Ross, 1950-
Publicado em: (1980)

Linear Fractional Diffusion-Wave Equation for Scientists and Engineers
por: Povstenko, Yuriy
Publicado em: (2016)

Diffusion in glassy polymers : A free boundary value problem /
por: Guidotti, Patrick.

A chemist's guide to density functional theory
por: Koch, Wolfram
Publicado em: (2001)

The mathematics of diffusion
por: J Crank
Publicado em: (1975)

Classification of µ- maximal spacelike affine translation surfaces in the Minkovski space R31 with density ez = Phân loại các mặt tịnh tiến afin kiểu không gian µ-cực đại trong không gian Minkovski R31 với mật độ ez /
por: Tran Le Nam.

Two ways of modelling cross-diffusion /
por: Farkas, M.

Point processes and product densities
por: Srinivasan, S.K.
Publicado em: (2003)