GardenSpider
Well-known member
Barring an immediate vaccine, (which will take more time than West Africa has no doubt) at what point does a population acquire herd immunity? Does anyone know what the threshold is for ebola? What would this mean for West Africa?
Of course we hope there will be enough new HCW recruits and international troops for the effort to set up clinics, trace and isolate patients to get ahead of the rising wave, but so far that has been disappointing. The numbers differential between our simple arithmetic, (numbers of people on the ground to run interference) and ebola's exponential spread is mind boggling. We're not even playing on the same field. How will we ever get ahead of this?
I've read on FT here: http://www.flutrackers.com/forum/showthread.php?t=228059 that it took 1000 HCW making 19,000 home visits in Nigeria to stop ebola. With untold thousands now infected, what does that suggest in terms of sheer numbers of people on the ground to stop ebola? Is it even possible?
There have been so many alarming predictions like this excerpt from Global Research: http://www.globalresearch.ca/virologist-its-too-late-ebola-will-kill-5-million/5401341 "Jonas Schmidt-Chanasit of the Bernhard Nocht Institute for Tropical Medicine in Hamburg told Germany’s Deutsche Welle that hope is all but lost for the inhabitants of Sierra Leone and Liberia and that the virus will only “burn itself out” when it has infected the entire population and killed five million people. The right time to get this epidemic under control in these countries has been missed,” said Schmidt-Chanasit. “That time was May and June. “Now it is too late.”
Here is a description of the math behind immunity. With Ebola, what criteria determines peak level? http://aeon.co/magazine/health/how-mathematics-can-make-epidemics-history/
snip...
"From influenza to plague, the number of cases in a real epidemic often rises exponentially at first. After a while, the disease reaches a peak level, and then the number of new cases starts to decrease. When McKendrick and Kermack began their research, people generally gave two possible reasons for the decline. Either the epidemic faded away because the infection had become less potent over time, or because there were no susceptible people left – everyone had been infected and either died or become immune.
In their model, McKendrick and Kermack assumed that the pathogen stayed the same throughout the epidemic; the infection did not weaken over time. And yet the model still produced an eventual decline in cases. When the pair compared the model to the 1905 outbreak of plague in Bombay, the predicted number of cases matched the real disease level.
So was the decrease in infection caused by a lack of susceptible people? Apparently not: in the model, there were always some susceptible individuals remaining at the end of the outbreak. McKendrick and Kermack had demonstrated that epidemics don’t necessarily decline because everyone has been infected. They can also end because there aren’t enough infected people left to sustain transmission. Once enough people are immune, infected individuals are unlikely to meet another susceptible person, which means that they generally recover before infecting others."
snip…
Hoping for an ebola-free world.
Of course we hope there will be enough new HCW recruits and international troops for the effort to set up clinics, trace and isolate patients to get ahead of the rising wave, but so far that has been disappointing. The numbers differential between our simple arithmetic, (numbers of people on the ground to run interference) and ebola's exponential spread is mind boggling. We're not even playing on the same field. How will we ever get ahead of this?
I've read on FT here: http://www.flutrackers.com/forum/showthread.php?t=228059 that it took 1000 HCW making 19,000 home visits in Nigeria to stop ebola. With untold thousands now infected, what does that suggest in terms of sheer numbers of people on the ground to stop ebola? Is it even possible?
There have been so many alarming predictions like this excerpt from Global Research: http://www.globalresearch.ca/virologist-its-too-late-ebola-will-kill-5-million/5401341 "Jonas Schmidt-Chanasit of the Bernhard Nocht Institute for Tropical Medicine in Hamburg told Germany’s Deutsche Welle that hope is all but lost for the inhabitants of Sierra Leone and Liberia and that the virus will only “burn itself out” when it has infected the entire population and killed five million people. The right time to get this epidemic under control in these countries has been missed,” said Schmidt-Chanasit. “That time was May and June. “Now it is too late.”
Here is a description of the math behind immunity. With Ebola, what criteria determines peak level? http://aeon.co/magazine/health/how-mathematics-can-make-epidemics-history/
snip...
"From influenza to plague, the number of cases in a real epidemic often rises exponentially at first. After a while, the disease reaches a peak level, and then the number of new cases starts to decrease. When McKendrick and Kermack began their research, people generally gave two possible reasons for the decline. Either the epidemic faded away because the infection had become less potent over time, or because there were no susceptible people left – everyone had been infected and either died or become immune.
In their model, McKendrick and Kermack assumed that the pathogen stayed the same throughout the epidemic; the infection did not weaken over time. And yet the model still produced an eventual decline in cases. When the pair compared the model to the 1905 outbreak of plague in Bombay, the predicted number of cases matched the real disease level.
So was the decrease in infection caused by a lack of susceptible people? Apparently not: in the model, there were always some susceptible individuals remaining at the end of the outbreak. McKendrick and Kermack had demonstrated that epidemics don’t necessarily decline because everyone has been infected. They can also end because there aren’t enough infected people left to sustain transmission. Once enough people are immune, infected individuals are unlikely to meet another susceptible person, which means that they generally recover before infecting others."
snip…
Hoping for an ebola-free world.