Comparison and Prediction of covid-19 in the U.S. and 5 U.S. States using Compactly-Supported Disjoint Exponential Functions
The first image (left) is the latest data (the symbols) and the predictions for the future (lines), along with
    a close-up of the data (right).  Due to the nature of social interactions and the mean incubation time of sars-cov-2, predictions beyond
    a week in advance are necessarily less-accurate. 

For now, cases plots are not being done.  Close-up data are no longer being shown.
In the 3rd row are videos of how exponential data evolve - and how to read these semi-logarithmic plots.

         (With each data set, it is the lines which extend to the right-side of the plot which are the predictions.)

Observations
:
- AZ deaths are 3x larger than WA deaths, and are increasing nearly 2x as fast.
- U.S. deaths will pass 600,000 by mid-March 2021.
- The pandemic is still spreading exponentially
as of Feb 7, 2021 - but at a new, higher death rate which began late November.
  The new increased death rate is 2x - 4x larger than the summer 2020 rate, depending on the state (AZ is the worst).
- Blue Dashed Oval:  evidence of a slight decrease in deaths rate in the last week or two...
At this point in the U.S. pandemic, covid-19 new cases and deaths are still growing exponentially.
Wikipedia: Exponential Growth     Wikipedia: Log-Linear Plotting of Exponential Functions
Wikipedia: Math. Modeling of Infectious Diseases
Wikipedia: US Coronavirus Epidemic    Wikipedia: Correlation Coefficient in Regressions
https://www.washingtonpost.com/graphics/2020/world/corona-simulator/

Covid-19 Pandemic is part of the Limits-To-Growth.

    
Video: How to read the logarithmic vertical axis in these plots...

The Columbia School of Law Tracks the Silencing of Modern Science by the U.S. Government.
https://climate.law.columbia.edu/Silencing-Science-Tracker

Note that increased testing
(in a state where testing has been relatively unavailable) will result in increasing
confirmed cases in that state - and the result is more accurate.







How to read the logarithmic axis!