The local stability of a modified multi|strain SIR model for emerging ...

The local stability of a modified multi-strain SIR model for emerging ...

Local stability is attained when the eigenvalues of the Jacobian, λ, are negative or have negative real parts. In other words, the solutions for λ such that ...

The local stability of a modified multi-strain SIR model for emerging ...

We study a novel multi-strain SIR epidemic model with selective immunity by vaccination. A newer strain is made to emerge in the population ...

The local stability of a modified multi-strain SIR model for emerging ...

A map of the equilibrium states for different values of the reproduction numbers for the original and emergent strain.

The local stability of a modified multi-strain SIR model for emerging ...

We study a novel multi-strain SIR epidemic model with selective immunity by vaccination. A newer strain is made to emerge in the population when ...

The local stability of a modified multi-strain SIR model for emerging ...

A novel multi-strain SIR epidemic model with selective immunity by vaccination is studied, demonstrating that it is possible for a viral strain to emerge ...

The local stability of a modified multi-strain SIR model for emerging ...

We solved for four different equilibrium points and investigated the conditions for existence and local stability. The reproduction number was ...

MiguelFudolig/multistrainSIR - GitHub

Simulation Code for "The local stability of a modified multi-strain SIR model for emerging viral strains" by Fudolig and Howard ...

The local stability of a modified multi-strain SIR model for emerging ...

The local stability of a modified multi-strain SIR model for emerging viral strains. Overview of attention for article published in PLOS ONE ...

Stability Analysis of SIR Model with Vaccination - Semantic Scholar

This paper aims to study a SIR model with and without vaccination and it is obtained that the disease-free equilibrium point is unstable if 0 > 1 and ...

medRxiv on X: "The local stability of a modified multi-strain SIR ...

The local stability of a modified multi-strain SIR model for emerging viral strains https://t.co/YVzCZk9eMg #medRxiv.

The emergence of a virus variant: dynamics of a competition model ...

It is shown that, due to the immune evasion of the emerging strain, the reproduction number of the emerging strain must be significantly lower ...

Global dynamics of two-strain epidemic model with single-strain ...

It was shown that the original and the emergent strain can coexist in an endemic equilibrium if the system is initially in endemic equilibrium for the original ...

A real-world data validation of the value of early-stage SIR ... - Nature

& Howard, R. The local stability of a modified multi-strain SIR model for emerging viral strains. PLoS ONE 15(12), e0243408 (2020). Article ...

(PDF) Global Stability of Multi-Strain SEIR Epidemic Model with ...

We establish the global stability of each equilibrium point using some suitable Lyapunov function. This stability depends on the strain-1 ...

The Stability Analysis and Transmission Dynamics of the SIR Model ...

In the present paper, the SIR model with nonlinear recovery and Monod type equation as incidence rates is proposed and analyzed.

dynamics of a competition model with cross-immunity time-delay ...

It is shown that, due to the immune evasion of the emerging strain, the reproduction number of the emerging strain must be significantly lower ...

Mathematical investigation of a two-strain disease model with ...

Gubar et al. [21] introduced a new SIR model with two distinct strains with varying infection and healing rates. The SIR model primarily focused on infection ...

(PDF) Stability Analysis of SIR Model with Vaccination - ResearchGate

This paper aims to study a SIR model with and without vaccination. A reproduction number R0 is defined and it is obtained that the disease-free equilibrium ...

Global Stability for Novel Complicated SIR Epidemic Models with the ...

Rigorous mathematical results have been established from the point of view of stability and bifurcation. The basic reproduction number (R0) is ...

Network Thermodynamics-Based Scalable Compartmental Model ...

Ultimately, we will examine the executable control on the multi-strain model through the mutability rates. We will generate values for infections and ∆ G for ...