Journal article 407 views 82 downloads
Reaction–diffusion on a time-dependent interval: Refining the notion of ‘critical length’
Jane Allwright
Communications in Contemporary Mathematics, Volume: 25, Issue: 09
Swansea University Author: Jane Allwright
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DOI (Published version): 10.1142/s021919972250050x
Abstract
Reaction–diffusion on a time-dependent interval: Refining the notion of ‘critical length’
| Published in: | Communications in Contemporary Mathematics |
|---|---|
| ISSN: | 0219-1997 1793-6683 |
| Published: |
World Scientific Pub Co Pte Ltd
2022
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| Online Access: |
Check full text
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| URI: | https://cronfa.swan.ac.uk/Record/cronfa61558 |
| first_indexed |
2022-10-19T15:09:41Z |
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| last_indexed |
2024-11-14T12:19:18Z |
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cronfa61558 |
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SURis |
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| title |
Reaction–diffusion on a time-dependent interval: Refining the notion of ‘critical length’ |
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Reaction–diffusion on a time-dependent interval: Refining the notion of ‘critical length’ Jane Allwright |
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Reaction–diffusion on a time-dependent interval: Refining the notion of ‘critical length’ |
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Reaction–diffusion on a time-dependent interval: Refining the notion of ‘critical length’ |
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Reaction–diffusion on a time-dependent interval: Refining the notion of ‘critical length’ |
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Reaction–diffusion on a time-dependent interval: Refining the notion of ‘critical length’ |
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Reaction–diffusion on a time-dependent interval: Refining the notion of ‘critical length’ |
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Communications in Contemporary Mathematics |
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0219-1997 1793-6683 |
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World Scientific Pub Co Pte Ltd |
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