Regression on Rt during the first wave (28 days since onset).

NIAID Data Ecosystem2026-03-14 收录

疫情再生数回归

传染病动力学模型

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Regression on Rt during the first wave (28 days since onset).

创建时间：

2023-02-08

Figure 8.nb from Emergence of oscillations in a simple epidemic model with demographic data

传染病动力学模型

天花疫情模拟

A simple susceptible–infectious–removed epidemic model for smallpox, with birth and death rates based on historical data, produces oscillatory dynamics with remarkably accurate periodicity. Stochastic

The Royal Society Figshare2020-01-29 更新80

Descartes rules of sign for polynomial P ( z ).

传染病动力学模型

公共卫生干预优先级

A co–infection model between HIV and COVID-19 that takes into account COVID-19 vaccination and public awareness is discussed in this article. Rigorous analysis of the model is conducted to establish t

NIAID Data Ecosystem30

Restif2006 - Whooping cough

传染病动力学模型

病原体进化分析

Restif2006 - Whooping cough This model is described in the article: Integrating life history and cross-immunity into the evolutionary dynamics of pathogens. Restif O, Grenfell BT.

NIAID Data Ecosystem20

S2. Fitting model candidates to high-fidelity D 1j datasets from Anchoring the mean generation time in the SEIR to mitigate biases in ℜ 0 estimates due to uncertainty in the distribution of the epidemiological delays

传染病动力学模型

贝叶斯估计

This appendix illustrates the process of fitting various parameterisations of the SE1IjR model (M1j) to high-fidelity D1j incidence reports. We mean by parameterisation the decision of categorising mo

NIAID Data Ecosystem60

Parameters calculated by logistic model to fit the HFMD data in seven areas in China.

传染病动力学模型

手足口病监测

Parameters calculated by logistic model to fit the HFMD data in seven areas in China.

Figshare2021-03-24 更新30