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Can I read Blow-up and lifespan estimates of solutions to semilinear Moore–Gibson–Thompson equations on EtoBox?
Blow-up and lifespan estimates of solutions to semilinear Moore–Gibson–Thompson equations by Ming, Sen (author);Yang, Han (author);Fan, Xiongmei (author);Yao, Jiangyan (author) is a Mathematics article available to read on EtoBox.
What is Blow-up and lifespan estimates of solutions to semilinear Moore–Gibson–Thompson equations about?
In this paper, the blow-up of solutions to the Cauchy problems for semilinear Moore-Gibson-Thompson equations with power nonlinearity |u| p , derivative nonlinearity |ut| p , combined nonlinearity |ut| p + |u| q are investigated. Upper bound lifespan estimates of solutions to the problems in the sub-critical and critical cases are also deduced by applying the test function approach. It is worth noticing that blow-up results are valid in the conservative case. The main novelty is that the critical exponents in our cases are associated with the well-known Strauss exponent and Glassey exponent.
Who reads Blow-up and lifespan estimates of solutions to semilinear Moore–Gibson–Thompson equations?
It is typically read by researchers, students, and practitioners in Mathematics.
- Author
- Ming, Sen (author);Yang, Han (author);Fan, Xiongmei (author);Yao, Jiangyan (author)
- Publisher
- Elsevier BV
- Published
- 2021
- Language
- EN
- Field
- Mathematics (Physical Sciences)