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Peterson, Jonathon - Department of Mathematics, Cornell University
SYSTEMS OF ONE-DIMENSIONAL RANDOM WALKS IN A COMMON RANDOM ENVIRONMENT
www.imstat.org/aihp Annales de l'Institut Henri Poincar -Probabilits et Statistiques
Quenched Limits for 1-d RWRE Quenched Limit Laws for Transient,
Thesis Presentation Limiting Distributions and Large Deviations for
Maximal Displacement for Bridges of Random Walks in a Random Environment
Multi-dimensional LDP for RWRE Properties of the Annealed Large Deviation Rate
RWRE Current Process Current Fluctuations for a System of RWRE
Bridges of RWRE Bridges of Random Walks in a Random Environment
WEAK QUENCHED LIMITING DISTRIBUTIONS FOR TRANSIENT ONE-DIMENSIONAL RANDOM WALK IN A RANDOM ENVIRONMENT
Research Statement Jonathon Peterson Cornell University
THE CONTACT PROCESS ON THE COMPLETE GRAPH WITH RANDOM VERTEX-DEPENDENT INFECTION RATES
The Annals of Probability 2009, Vol. 37, No. 1, 143188
On the Annealed Large Deviation Rate Function for a Multi-Dimensional Random Walk in Random Environment
Limiting Distributions and Large Deviations for Random Walks in Random
Weak quenched limits Weak quenched limiting distributions of a
Random Walks and Electrical Networks Electrical Network Calculations in Random Walks in
The Annals of Probability 2010, Vol. 38, No. 6, 22582294
Non-classical Random Walks Non-classical Random Walks
