Lower and upper bounds for the blow up time for generalized heat equations with variable exponents
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Date
2021
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Publisher
Palestine Journal of Mathematics
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Abstract
This paper deals with the initial-boundary value problem for generalized heat
equations with variable exponent in a bounded domain. Under suitable conditions, we discuss
the lower and upper bounds for the blow up time of solutions.
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Keywords
Lower bounds, upper bounds, heat equation, variable exponent
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Citation
Pişkin E., Dinç Y., Tunç C. (2021). Lower and upper bounds for the blow up time for generalized heat equations with variable exponents. Palestine Journal of Mathematics, 10(2), p. 601-608.
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Source
Palestine Journal of Mathematics
Volume
10
Issue
2
Start Page
601
End Page
608
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2
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Page Views
2
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Downloads
173
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