The first graph represents the increase in infections and deaths attributed to SARS as of the 26th April.The second shows the growth of yeast and
follows the classic "S" shaped curve or sigmoid curve that epidemics are known to follow.The SARS graph is much shallower because yeast growth is
quite rapid it is only the shape I am trying to highlight.
Below,copied by permission,is pasted the piece from which the SARS graph comes from.It explains well that we apear to still be in the exponential
phase of this epidemic.
------------------------------------------------------------------------------------------------------------------------------------------------------
------
The graph shows the number of world cases of SARS, worldwide deaths, and cases in the United States. The vertical distance is the logarithm base 10 of
the number of cases. Each factor of 10 increase causes the graph to rise by the same increment. The data is from the World Health Organization (WHO)
at the Cumulative Number of Reported Cases (SARS) page.
Severe Acute Respiratory Syndrome is a new disease that originated in southern China in November 2002. Please see the US Centers for Disease
Control's SARS factsheet. It includes a description of the symptoms, what to do if you think you have been exposed, and what precautions to take to
avoid exposure.
One of the best ways of judging the growth if an epidemic is to make a bar chart the date of onset of symptoms of the disease. The WHO has prepared an
excellent Date of Onset Bar Chart. Please note that the date of onset is not known for 1/3 of the cases. The decline in the last seven days of the
chart is deceptive, since people with mild initial symptoms have not yet been detected or counted.
Here is a diagram of the people infected by one "super spreader" at the Metropole Hotel in Hong Kong.
Forecast
The purpose of this site is to allow the reader to check if the growth of SARS has become exponential. If the doubling times mentioned below remain
constant, then SARS is growing exponentially. If the doubling times continue to increase, then the growth of cases is less than exponential. For
comparison, links to several linear scale graphs are listed at the end of this page. Note that their slopes are rising.
The number of reported cases of SARS in the world is doubling every 22 days. This is implied by the slope of the blue curve, using the data available
on April 26, 2003. There will be 100,000 cases on about August 3, 2003. A million cases will be reached on about October 16, 2003, and ten million on
about December 29, 2003. These predictions will change every day as new data changes the slope of the curves. Cases after April 1st are used to
compute the slope.
The slope of red curve implies that the number of reported worldwide deaths due to SARS will double every 12 days. The number will be 100,000 on about
August 7, 2003. A million deaths will be reached on about September 17, 2003, and ten million on about October 28, 2003. This forecast will change
every day as new data changes the slope of the curves. Note that the world deaths appear to be doubling faster than the world cases. Either the number
of deaths will double more slowly in the future, or the number of cases will double faster. Cases after April 1st are used to compute the slope.
The slope of black curve implies that the number of reported cases of SARS in the United States will double every 16.4 days. Until April 20th, the US
CDC reported the number of cases they investigated, rather then the number of confirmed SARS cases. The numbers shown on the graph before April 20th
are estimates. On April 18th, there were 35 confirmed cases in the US using the WHO definition, and 208 cases by the old method. US data before April
20th has been multiplied by 35/208 which is 0.1683. Cases after April 1st are used to compute the slope.
There have been no deaths in the United States, so no forecast can be made about future death rates.
Epidemics usually follow S-shaped curves. The forecast here are based on pure exponential growth. When the middle of the S-shaped curve is reached,
the rate of infection will slow, and exponential growth forecasts will no longer be useful. The reported data shows that the epidemic is still in an
exponential growth phase.
The WHO does not report statistics on Sundays, so this page does not change on Sundays
------------------------------------------------------------------------------------------------------------------------------------------------------
-------
The site is well worth visiting and bookmarking as the graph and estimated exponential growth pedictions are updated daily and there are links to more
imformation on it.
squeak.org...