Stability and Hopf Bifurcation Analysis of a Fractional-order Leslie-Gower Prey-predator-parasite System with Delay
Xiaoting Yang, Liguo Yuan, Zhouchao Wei
Journal
- ISSN / E-ISSN
- — / —
- DOI
- 10.51537/chaos.1096278 ↗
- Volume · Issue · Pages
- 4 · 2 · 71-81
- Publisher
- Akif AKGUL
- Article URL
- https://doi.org/10.51537/chaos.1096278 ↗
- Article details
- Unverified
Publication date (each date has its type and source)
11 Jun 2022
OpenAlex publication date · source: OpenAlex
| Type | Date | Source |
|---|---|---|
| OpenAlex publication date | 11 Jun 2022 | OpenAlex |
Keywords (as given): fractional-order systems; Leslie-Gower model; time delay; Hopf bifurcation; local asymptotic stability; global asymptotic stability; disease-free equilibrium; Lyapunov function; existence and uniqueness of solutions
HEC Status at Publication Not the journal's current status
HEC Status at PublicationNot conclusive
Historical status could not be conclusively determined.
- Some rows of the HEC list for this period are not yet matched to a journal, so absence cannot be proved. Pending verification.
Best available information, not a definitive status: Some rows of the HEC list for this period are not yet matched to a journal, so absence cannot be proved. Pending verification.
- Journal
- Chaos Theory and Applications
- Publication date used
- 11 Jun 2022 (OpenAlex publication date)
- Applicable HEC period
- hjrs 2021-22 V2 (version 1) · 01 Jul 2021 – 30 Jun 2022
- Category
- —
- Recognition status
- Pending Verification (PERIOD_HAS_UNMATCHED_ROWS)
- Source
- —
- Verification status
- Unverified
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