Jump to content

Ebola cases 'slowing in Liberia'


webfact

Recommended Posts

Ebola crisis: Infections 'slowing in Liberia'

(BBC) The World Health Organization (WHO) says there has been a decline in the spread of Ebola in Liberia, the country hardest hit in the outbreak.


The WHO's Bruce Aylward said it was confident the response to the virus was now gaining the upper hand.

But he warned against any suggestion that the crisis was over.

The WHO later said the number of cases globally had risen more than 3,000 to 13,703 since its last report, but that this was due to reporting reasons.

The number of deaths was put at 4,920, roughly the same as the last report four days ago. All but 10 of the deaths have been in Liberia, Sierra Leone and Guinea.

Full story: http://www.bbc.com/news/world-africa-29822303

bbclogo.jpg
-- BBC 2014-10-30

Link to comment
Share on other sites

They are trying to stem the panic. According to many experts it is still on the rise.

I don't believe a thing that comes from the CDC or the WHO.

For a start reporting the number of deaths as pretty much the same 4 days ago just goes to show they are not accurate figures. You don't go from about 100 a day dying to hardly any deaths in 4 days. Not when infections are still rising. Unless they are trying to tell us that all of a sudden the mortality rate has dropped from 71% to almost nothing overnight.

If infections are rising, then deaths will rise in line with it.

  • Like 1
Link to comment
Share on other sites

They are trying to stem the panic. According to many experts it is still on the rise.

I don't believe a thing that comes from the CDC or the WHO.

For a start reporting the number of deaths as pretty much the same 4 days ago just goes to show they are not accurate figures. You don't go from about 100 a day dying to hardly any deaths in 4 days. Not when infections are still rising. Unless they are trying to tell us that all of a sudden the mortality rate has dropped from 71% to almost nothing overnight.

If infections are rising, then deaths will rise in line with it.

I(B) = I(a)^e(k(b-a))

Where:

I(B) is the number of infections at time b

I(a) is the number of infections at time a

k is the rate constant for new infections

b-a is the difference in time relative to k

The rate constant for new infections is falling. If this continues the disease is finally getting under control.

Link to comment
Share on other sites

Create an account or sign in to comment

You need to be a member in order to leave a comment

Create an account

Sign up for a new account in our community. It's easy!

Register a new account

Sign in

Already have an account? Sign in here.

Sign In Now
  • Recently Browsing   0 members

    • No registered users viewing this page.







×
×
  • Create New...