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Introduction

I extracted the Ciovid-19 statistics from Johns Hopkins University (JHU) . There are raw data for confirmed cases and deaths by date for each county in each state. For each state, I also extracted state population, area and population density from https://www.states101.com/populations. I wrote a Perl script covid-us.pl to gather the above information and cast it in a suitable form for the www.charte.ca motion charts and correlation data.

Results

 USUS with fit
Deaths vs Confirmed casesHereHere
Deaths vs % population confirmed with Corona-19 virusHereHere

Notes:

Deaths vs Confirmed:

  • Straight-line in log-log plot followed by most states. This indicates it follows a power law (exponential increase in both measures (deaths and confirmed)).
  • The first confirmed cases seen by CA towards the end of January, followed by IL at the end of January.
  • High outliers are NM and NH
  • Washington state started getting confirmed cases first starting at the end of February.
  • First deaths reported for Washington State at the start of March.
  • Deaths start to really increase in the second week in March.
  • By the start of April, NY followed by NJ are leading the way in both deaths and confirmed cases. 
  • By the end of he second week in April, SD and UT are noticeable below the general line followed by other states. 
  •  At the end of the second week in April, WY appears to be the last state to have greater than one Corona-19 death.

Deaths vs %population confirmed

  • Note that since it is a log-log scale no bubble appears for a state until there is at least 1 confirmed case and 1 death for the state.
  • Wide dispersion (not all states on line as seen in the log-log plot)
  • % Confirmed and deaths both low for AK, VT, NH, ID
  • Cluster of DE, DC and RI with low deaths compared to the % confirmed cases
  • NY, NJ, MA, DE, CT, LA, RI DC have the highest % confirmed cases.
  • By March 14th, WA, NY, CA, FL were reporting deaths.

Possible further work

Look at the California counties data from JHU using the same analysis and visualization.

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