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Blow-up criteria for an SPDE model of chemotaxis Speaker: Avi Mayorcas

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FDE2 - Fractional differential equations

Chemotaxis and related phenomena have been an active area of mathematical research since statistical and PDE models were first proposed by C. Patlak (’53) and E. Keller & L. Segel (’71). A common feature of these models is possibility of finite time blow-up of solutions under given model parameters. Stochastic PDE (SPDE) models provide a natural extension to these models and in this talk I will discuss new results (obtained with M. Tomašević) regarding blow-up for a class of conservative, SPDE models of chemotaxis.

This talk is part of the Isaac Newton Institute Seminar Series series.

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