Kavita Ramanan - Division of Applied Mathematics, Brown University

Title: Asymptotic analysis of a class of stochastic networks. Abstract: Finite-dimensional diffusions have been successfully used as tractable approximations to gain insight into a certain class of queueing systems. On the other hand, we show that many classes of queueing systems, including many-server queues with general service distributions, are more naturally modeled by measure-valued processes. We describe asymptotic limit theorems for these measure-valued processes and describe the insight they provide into the performance of the original networks with regards.

When
Thursday, Apr 25, 2013 at 4:00pm until 5:00pm on Thursday, Apr 25, 2013
Where
MCS 148
Who
Open to General Public
Admission is free
 
Boston University

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