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Mathmatical Modeling of COVID II duration 1 hour 0 minutes Mathmatical Modeling of COVID II Mathmatical Modeling of COVID II	Mathmatical Modeling of COVID II age group deterministic model time delay 1st lecture daily number model structure infectious people scientific modeling health care mechanical power transmission distancing measure initial conditions mathematical modeling mathematical terminology infectious hosts econometrics decision making caption complete york city technical communication infectious compartment rate reduction social distancing hospital capacity infectious agent change parameter average number infection spread health require hospitalization sociological terminology teaching infectious disease individual level variation model building political terminology basic reproduction number exposed compartment high risk data points russian side diseases and disorders conceptual models human geography model structure assumptions large outbreak epidemiology closely linked knowledge representation model predictions homogeneous mixing infectious diseases spread infection percent confidence interval social status i.c.u. beds minute lecture educational psychology applied mathematics elections transmission chain county level left hand side statistical terminology modeling assumption demography hospital bed sociology of culture optics time period reproduction number From Dave Frank 77 plays
BEE 3600 Office Hours 2020-04-15 duration 1 hour 3 minutes BEE 3600 Office Hours 2020-04-15 BEE 3600 Office Hours 2020-04-15	BEE 3600 Office Hours 2020-04-15 Zoom Recording ID: 596257102 UUID: 4XPTGtKYT02pvWT0J/hR0Q== Meeting Time: 2020-04-15T21:57:06Z jacoby matrix communication extra points one time delay identity matrix caption complete question answer key imaginary number elementary algebra infinite solutions general equation subtracting lambda equal time perception signal processing algebra top left mathematical analysis didactics time separation waves 1st thing matrix theory elementary arithmetic life easier negative alpha common law educational psychology total time linear algebra equation 99.9 percent thought eyes equal point 999 office hours problem fixed point optics partial derivative From Buz Barstow 20 plays