Seminar

Homogenization of monotone operators with oscillating exponent of nonlinearity

Homogenization and Random Phenomenon

28 October 14:00 - 14:55

Svetlana Evgenievna Pastukhova - Moscow State Institute of Radio Engineering, Electronics and Automation, MIREA

We consider the homogenization of monotone operators which satisfy coerciveness and boundedness condition involving power bounds with a variable exponent. Moreover, this exponent is highly oscillating while a small parameter of homogenization tends to zero. Coerciveness and boundedness condition for the homogenized operator is formulated in terms of the convex function which is a Gamma-limit of the power integrands standing in initial coerciveness and boundedness condition.
Organizers
Henrik Shahgholian
KTH Royal Institute of Technology
Panagiotis Souganidis
The University of Chicago

Program
Contact

Henrik Shahgholian

Tel: 08-790 67 54

henriksh@math.kth.se

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