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[StatFizSzeminar <statfiz AT glu.elte.hu>]

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                       ELTE TTK Fizikai Intézet
                   STATISZTIKUS FIZIKAI SZEMINÁRIUM
                  

                         2011. november 23.
                           szerda 11 óra

                          Kovács Benedek
                           
            BME Matematikai Analízis Tanszék, Ericsson
                     
        "Átmenetvalószínűségi állandók becslése diszkrét 
               sztochasztikus Markov-modellekben"

A popular model to describe biological and chemical reactions is the 
(continuous time discrete state) global stochastic model that uses Markov 
processes to describe the behavior, is examined. The parameter estimation of 
such models has been an open question with limited results. I propose a 
method to estimate state transitions of a special class of models which can 
have infinite states but the number of possible transitions from one state 
to another should be limited. This method uses either a special intensity 
estimation method I propose in my ongoing thesis work or any good enough 
state-of-the-art intensity estimation method. The performance of the methods 
are evaluated with simulations in Mathematica.

            1117. Budapest, Pázmány P. sétány 1/A, Északi tömb
                                 2.54

                                honlap:
                      http://glu.elte.hu/~statfiz

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