Pages that link to "Item:Q2660796"
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The following pages link to Numerically statistical investigation of the partly super-exponential growth rate in the COVID-19 pandemic (throughout the world) (Q2660796):
Displaying 6 items.
- Numerical-statistical and analytical study of asymptotics for the average multiplication particle flow in a random medium (Q822217) (← links)
- Evidence that coronavirus superspreading is fat-tailed (Q5073205) (← links)
- Universality in COVID-19 spread in view of the Gompertz function (Q5157650) (← links)
- Quadratic growth during the COVID-19 pandemic: merging hotspots and reinfections (Q5879204) (← links)
- Artificial intelligence for COVID-19 spread modeling (Q6126477) (← links)
- On mathematical models of COVID-19 pandemic (Q6587454) (← links)