[원서] Lupo D., Payne K.R. - On the maximum principle for generalized so…
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Download : Lupo D Payne K R On the maximum principle for generalized solutions to the Tricomi problem.pdf
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On the maximum principle for generalized solutions to the Tricomi problem
Daniela Lupo and Kevin R. Payne Dipartimento di Matematica, Politecnico di Milano
Piazza Leonardo da Vinci, 32 20133 Milano, Italy
e-mail: danlup@mate.polimi.it; paynek@mate.polimi.it
Abstract
A maximum/minimum principle for weighted W1,2 solutions to the Tri-comi problem with L2 right hand side and homogeneous boundary data is established for normal Tricomi domains. In addition,
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On the maximum principle for generalized solutions to the Tricomi problem
Daniela Lupo and Kevin R. Payne Dipartimento di Matematica, Politecnico di Milano
Piazza Leonardo da Vinci, 32 20133 Milano, Italy
e-mail: daxxxx@xxxx.polimi.it; paxxxx@xxxx.polimi.it
Abstract
A maximum/minimum principle for weighted W1,2 solutions…(skip)
[원서] Lupo D., Payne K.R. - On the maximum principle for generalized solutions to the Tricomi problem
Download : Lupo D Payne K R On the maximum principle for generalized solutions to the Tricomi problem.pdf( 81 )
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[원서] Lupo D., Payne K.R. - On the maximum principle for generalized solutions to the Tricomi problem
[원서] Lupo D., Payne K.R. - On the maximum principle for generalized solutions to the Tricomi problem , [원서] Lupo D., Payne K.R. - On the maximum principle for generalized solutions to the Tricomi problem기타솔루션 , 솔루션
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