Search results | J. Murrey Atkins Library

Title: ASYMPTOTIC ANALYSIS OF THE ANDERSON PARABOLIC PROBLEM AND THE MOSER'S TYPE OPTIMAL STOPPING PROBLEM
Author: ZHANG, HAO
Date Created: 2011
Description: The central objects of the thesis are the Anderson parabolic problem and the Moser's type optimal stopping problem:(1) In the lattice parabolic Anderson problem, we study the quenched and annealed asymptotics for the solutions of the lattice parab...

Title: ASYMPTOTIC ANALYSIS OF THE ANDERSON PARABOLIC PROBLEM AND THE MOSER'S TYPE OPTIMAL STOPPING PROBLEM
Author: ZHANG, HAO
Date Created: 2011
Subjects--Topical: Mathematics
Description: The central objects of the thesis are the Anderson parabolic problem and the Moser's type optimal stopping problem:(1) In the lattice parabolic Anderson problem, we study the quenched and annealed asymptotics for the solutions of the lattice parab...

Title: LIMIT THEOREMS FOR REACTION DIFFUSION MODELS
Author: Feng, Yaqin
Date Created: 2011
Description: We introduce two different reaction diffusion models: evolution of one-cell populations in the presence of mitosis and continuous contact model.In the first model we consider the time evolution of the supercritical reaction diffusion-equation on t...

Title: LIMIT THEOREMS FOR REACTION DIFFUSION MODELS
Author: Feng, Yaqin
Date Created: 2011
Description: We introduce two different reaction diffusion models: evolution of one-cell populations in the presence of mitosis and continuous contact model.In the first model we consider the time evolution of the supercritical reaction diffusion-equation on t...

Title: LIMIT THEOREMS FOR REACTION DIFFUSION MODELS
Author: Feng, Yaqin
Date Created: 2011
Subjects--Topical: Mathematics
Description: We introduce two different reaction diffusion models: evolution of one-cell populations in the presence of mitosis and continuous contact model.In the first model we consider the time evolution of the supercritical reaction diffusion-equation on t...

Title: Mathematical Analysis of Markov Models for Social Processes
Author: Whitmeyer, Joseph
Date Created: 2010
Description: We present Markov models for two social processes: the spread of rumors and the change in the spatial distribution of a population over time. For the spread of rumors, we present two models. The first is for the situation in which all particles ar...

Title: Mathematical Analysis of Markov Models for Social Processes
Author: Whitmeyer, Joseph
Date Created: 2010
Subjects--Topical: Mathematics
Description: We present Markov models for two social processes: the spread of rumors and the change in the spatial distribution of a population over time. For the spread of rumors, we present two models. The first is for the situation in which all particles ar...

Title: The Study of Loop Markov Chains
Author: Gillespie Jr., Perry
Date Created: 2011
Description: The purpose of my research is the study of Loop Markov Chains. This model contains several loops, which could be connected at several different points. The focal point of this thesis will be when these loops are connected at one single point. Insi...

Title: The Study of Loop Markov Chains
Author: Gillespie Jr., Perry
Date Created: 2011
Description: The purpose of my research is the study of Loop Markov Chains. This model contains several loops, which could be connected at several different points. The focal point of this thesis will be when these loops are connected at one single point. Insi...

Title: The Study of Loop Markov Chains
Author: Gillespie Jr., Perry
Date Created: 2011
Subjects--Topical: Mathematics, Statistics
Description: The purpose of my research is the study of Loop Markov Chains. This model contains several loops, which could be connected at several different points. The focal point of this thesis will be when these loops are connected at one single point. Insi...