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FRANCŮ, J. NECHVÁTAL, L.
Original Title
Homogenization of Monotone Problems with Uncertain Coefficients
Type
journal article - other
Language
English
Original Abstract
The homogenization problem for a nonlinear elliptic equation modelling some physical phenomena set in a periodically heterogeneous medium is studied. Contrary to the usual approach, the coefficients in the equation are supposed to be uncertain functions from a given set of admissible data satisfying suitable monotonicity and continuity conditions. The problem with uncertainties is treated by means of the worst scenario method.
Keywords
Homogenization, nonlinear elliptic equation, uncertain input data, worst scenario method.
Authors
FRANCŮ, J.; NECHVÁTAL, L.
RIV year
2011
Released
24. 8. 2011
Publisher
Taylor&Francis a VGTU
Location
Vilnius Gediminas Technical University
ISBN
1392-6292
Periodical
Mathematical Modelling and Analysis
Year of study
16
Number
3
State
Republic of Lithuania
Pages from
432
Pages to
441
Pages count
10
BibTex
@article{BUT72976, author="Jan {Franců} and Luděk {Nechvátal}", title="Homogenization of Monotone Problems with Uncertain Coefficients", journal="Mathematical Modelling and Analysis", year="2011", volume="16", number="3", pages="432--441", issn="1392-6292" }