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A Singular Parabolic Boundary Value Problem in WeightedLp-spaces

โœ Scribed by Angelo Favini; Luca Lorenzi


Publisher
Springer
Year
2004
Tongue
English
Weight
481 KB
Volume
68
Category
Article
ISSN
0037-1912

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We study the second-order boundary value problem where a(t) = [I~=L ai (t) and a,/3,-)% 6 \_> 0, a'~ ~-a5 รท fi~/> 0. We assume that each ai (t) E L p~: [0, 1] for Pi ~ 1 and that each a~(t) has a singularity in (0, 1). To show the existence of countably many positive solutions, we apply HSlder's in