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STRONG MAXIMUM PRINCIPLES FOR INFINITE SYSTEMS OF PARABOLIC DIFFERENTIAL-FUNCTIONAL INEQUALITIES WITH NONSTANDARD INITIAL INEQUALITIES WITH INTEGRALS

Jolanta Brandys
2008 Demonstratio Mathematica  

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In this paper we consider infinite systems of parabolic differential-functional inequalities with nonstandard initial inequalities with integrals. For that systems we give strong maximum principles in relatively arbitrary (n + l)-dimensional time-space sets more general than the cylindrical domain. Strong maximum principles 573 ttj.
doi:10.1515/dema-2008-0311 fatcat:zg363pky55exfjp6is2xqhaauu
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Jolanta Brandys. "STRONG MAXIMUM PRINCIPLES FOR INFINITE SYSTEMS OF PARABOLIC DIFFERENTIAL-FUNCTIONAL INEQUALITIES WITH NONSTANDARD INITIAL INEQUALITIES WITH INTEGRALS." Demonstratio Mathematica 41.3 (2008)