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OLS regression results showing associations of selected variables with daily new COVID-19 deaths.
Published 2023Subjects: -
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Daily case rate and 7day moving average rate for the medical laboratory services staff.
Published 2022Subjects: -
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The numerical solution of model (1) for infected compartment vs. time with different scenarios of Phase 2 in the First Case: 1<sup><i>st</i></sup> scenario, no lockdown is implemented; 2<sup><i>nd</i></sup> scenario, no lockdown while <i>SD</i> increases; 3<sup><i>rd</i></sup> scenario, lockdown increases; 4<sup><i>th</i></sup> scenario, <i>SD</i> increases; 5<sup><i>th</i></sup> scenario, lockdown decreases; 6<sup><i>th</i></sup> scenario, <i>SD</i> decreases; 7<sup><i>th</i></sup> scenario, lockdown and <i>SD</i> increases; 8<sup><i>th</i></sup> scenario, lockdown decreases and <i>SD</i> increases; 9<sup><i>th</i></sup> scenario, <i>ρ</i> is the same as in Phase 1; 10<sup><i>th</i></sup> scenario, <i>ρ</i> is the same as in Phase 1 while <i>SD</i> increases; 11<sup><i>th</i></sup> scenario, <i>ρ</i> = 0.75 in all Phase 2; 12<sup><i>th</i></sup> scenario, <i>ρ</i> = 0.75 while <i>SD</i> increases.
Published 2022“…<p>The numerical solution of model <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0265779#pone.0265779.e002" target="_blank">(1)</a> for infected compartment vs. time with different scenarios of Phase 2 in the First Case: 1<sup><i>st</i></sup> scenario, no lockdown is implemented; 2<sup><i>nd</i></sup> scenario, no lockdown while <i>SD</i> increases; 3<sup><i>rd</i></sup> scenario, lockdown increases; 4<sup><i>th</i></sup> scenario, <i>SD</i> increases; 5<sup><i>th</i></sup> scenario, lockdown decreases; 6<sup><i>th</i></sup> scenario, <i>SD</i> decreases; 7<sup><i>th</i></sup> scenario, lockdown and <i>SD</i> increases; 8<sup><i>th</i></sup> scenario, lockdown decreases and <i>SD</i> increases; 9<sup><i>th</i></sup> scenario, <i>ρ</i> is the same as in Phase 1; 10<sup><i>th</i></sup> scenario, <i>ρ</i> is the same as in Phase 1 while <i>SD</i> increases; 11<sup><i>th</i></sup> scenario, <i>ρ</i> = 0.75 in all Phase 2; 12<sup><i>th</i></sup> scenario, <i>ρ</i> = 0.75 while <i>SD</i> increases.…”
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The numerical solution of model (1) for infected compartment vs. time with different scenarios of Phase 3 in the First Case: 1<sup><i>st</i></sup> scenario, no lockdown is implemented; 2<sup><i>nd</i></sup> scenario, no lockdown while <i>SD</i> increases; 3<sup><i>rd</i></sup> scenario, lockdown increases; 4<sup><i>th</i></sup> scenario, <i>SD</i> increases; 5<sup><i>th</i></sup> scenario, lockdown decreases; 6<sup><i>th</i></sup> scenario, <i>SD</i> decreases; 7<sup><i>th</i></sup> scenario, lockdown and <i>SD</i> increases; 8<sup><i>th</i></sup> scenario, lockdown decreases and <i>SD</i> increases; 9<sup><i>th</i></sup> scenario, <i>ρ</i> is the same as in Phase 2; 10<sup><i>th</i></sup> scenario, <i>ρ</i> is the same as in Phase 2 while <i>SD</i> increases.
Published 2022“…<p>The numerical solution of model <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0265779#pone.0265779.e002" target="_blank">(1)</a> for infected compartment vs. time with different scenarios of Phase 3 in the First Case: 1<sup><i>st</i></sup> scenario, no lockdown is implemented; 2<sup><i>nd</i></sup> scenario, no lockdown while <i>SD</i> increases; 3<sup><i>rd</i></sup> scenario, lockdown increases; 4<sup><i>th</i></sup> scenario, <i>SD</i> increases; 5<sup><i>th</i></sup> scenario, lockdown decreases; 6<sup><i>th</i></sup> scenario, <i>SD</i> decreases; 7<sup><i>th</i></sup> scenario, lockdown and <i>SD</i> increases; 8<sup><i>th</i></sup> scenario, lockdown decreases and <i>SD</i> increases; 9<sup><i>th</i></sup> scenario, <i>ρ</i> is the same as in Phase 2; 10<sup><i>th</i></sup> scenario, <i>ρ</i> is the same as in Phase 2 while <i>SD</i> increases.…”
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The numerical solution of model (1) for infected compartment vs. time with different scenarios of Phase 6 in the First Case: 1<sup><i>st</i></sup> scenario, no lockdown is implemented; 2<sup><i>nd</i></sup> scenario, no lockdown while <i>SD</i> increases; 3<sup><i>rd</i></sup> scenario, lockdown increases; 4<sup><i>th</i></sup> scenario, <i>SD</i> increases; 5<sup><i>th</i></sup> scenario, lockdown decreases; 6<sup><i>th</i></sup> scenario, <i>SD</i> decreases; 7<sup><i>th</i></sup> scenario, lockdown and <i>SD</i> increases; 8<sup><i>th</i></sup> scenario, lockdown decreases and <i>SD</i> increases; 9<sup><i>th</i></sup> scenario, <i>ρ</i> is the same as in Phase 5; 10<sup><i>th</i></sup> scenario, <i>ρ</i> is the same as in Phase 5 while <i>SD</i> increases.
Published 2022“…<p>The numerical solution of model <a href="http://www.plosone.org/article/info:doi/10.1371/journal.pone.0265779#pone.0265779.e002" target="_blank">(1)</a> for infected compartment vs. time with different scenarios of Phase 6 in the First Case: 1<sup><i>st</i></sup> scenario, no lockdown is implemented; 2<sup><i>nd</i></sup> scenario, no lockdown while <i>SD</i> increases; 3<sup><i>rd</i></sup> scenario, lockdown increases; 4<sup><i>th</i></sup> scenario, <i>SD</i> increases; 5<sup><i>th</i></sup> scenario, lockdown decreases; 6<sup><i>th</i></sup> scenario, <i>SD</i> decreases; 7<sup><i>th</i></sup> scenario, lockdown and <i>SD</i> increases; 8<sup><i>th</i></sup> scenario, lockdown decreases and <i>SD</i> increases; 9<sup><i>th</i></sup> scenario, <i>ρ</i> is the same as in Phase 5; 10<sup><i>th</i></sup> scenario, <i>ρ</i> is the same as in Phase 5 while <i>SD</i> increases.…”
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The modularity of the subcommunity of the COVID-19 clusters in Zhejiang Province.
Published 2021Subjects: -
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