Generic Convergence to Periodic Orbits for Monotone Flows with Respect to 2-Cones and Applications to SEIRS Models | PERPUSTAKAAN UNIVERSITAS KATOLIK PARAHYANGAN

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Generic Convergence to Periodic Orbits for Monotone Flows with Respect to 2-Cones and Applications to SEIRS Models

Feng, Lirui - Nama Orang; Wu, Jianhong - Nama Orang; Wang, Yi - Nama Orang;

We use a general epidemic model, the SEIRS model with a general nonlinear incidence rate, to show how the recently established generic Poincaré–Bendixson theory of flows monotone with respect to a cone of rank 2 can be used to establish the generic convergence to periodic orbits. Our approach to establishing generic convergence to periodic solutions applies to high-dimensional epidemic systems and predator-prey systems, very much like the generic convergence to equilibria in cooperative systems using the classical monotone dynamical systems theory.

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Barcode		Tipe Koleksi	Nomor Panggil	Lokasi	Status
art144136	null	Artikel		Gdg9-Lt3	Tersedia namun tidak untuk dipinjamkan - No Loan

Informasi Detail

Judul Seri: SIAM JOURNAL ON APPLIED MATHEMATICS; Vol.82 No.5 September-October 2022
No. Panggil: -
Penerbit: : .,
Deskripsi Fisik: p. 1829-1850
Bahasa: English
ISBN/ISSN: -
Klasifikasi: NONE
Tipe Isi: -
Tipe Media: -
Tipe Pembawa: -
Edisi: -
Subjek: MONOTONE FLOWS
HIGH-RANK CONES
GENERIC CONVERGENCE TO PERIODIC ORBITS
Info Detail Spesifik: https://doi.org/10.1137/21M1466566
Pernyataan Tanggungjawab: Lirui Feng, Yi Wang, Jianhong Wu

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