Morgan3820
New member
Makes me want to move to Texas.
https://amp.cnn.com/cnn/2020/03/23/...texas-social-distancing-guidelines/index.html
https://amp.cnn.com/cnn/2020/03/23/...texas-social-distancing-guidelines/index.html
Yes, perhaps easiest to just plot the log of the number of total cases. If that looks like a straight line, then it is exponential growth at a constant rate.Palmpilot said:I think that determining whether it's exponential or not would require doing some curve-fitting to see if the data fit an exponential formula, but your analysis at least shows that the slope of the curve is still increasing each day, so I was mistaken in referring to it as a flattening trend.
There is fairly good accumulating evidence that hydroxychloroquine shortens the duration of viral shedding to between 4-6 days.Tantalum said:I'd be curious to know how many of the "active" cases require a hospital ventilator.
My understanding is that the vast majority of people who get this don't need to be in the hospital, as, after all, there is no real known cure.
No, I am not aware of a trial in NY (which is not to say there aren't any, I just haven't seen them published). Always happy to provide good citations when possible.Chip Sylverne said:Do you have a cite? Because this isn't what I've been hearing anecdotally from friends in the medical community. I should say that I have read the Chinese article in Lancet, but have heard nothing official about the trials taking place in NY. Is that where your info is coming from?
Some confusion these days may stem from another common current usage. That is when people say one number is exponentially larger than another, with no implication of a change in time or with respect to an independent variable.jimhorner said:Pretty sure the one that we have been hearing refers to definition 2. This disease is growing at a rate that mathematically fits an exponential curve. And really, definition 1 is just using words to describe the curve seen in definition 2.
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Yes, that is what is meant by exponential growth. The rate of growth appears to have changed in a statistically significant way since March 1st around March 25th.Sluggo63 said:Looks exponential to me.
I would use some caution in ascribing causation here at least at the national level (where I have looked at the numbers). I can think off hand of 4 reasons why the exponential growth rate of the number of total cases might decrease (which it does appear to have done in a statistically significant way around March 25.Tantalum said:But it appears the swift measures taken weeks ago at the county level had a positive effect
...But objectively the shelter in place rules work...
Could be, as in explanation #3 in my post. But it does seem odd. Do you know of any datasets describing the availability of tests as a function of time? That would be quite interesting.weilke said:What you see as inflection point is the time period when the large commercial labs and a number of approved hospital labs came online and the states started to report those results along with those obtained in their own labs.
Yes, most seasonal flus die down in the summer. There are several hypotheses for why that is the case, amongst them warmer temperatures, though there are others, such as people spending less time indoors and kids being out of school.Tantalum said:Is this true? Unless warm air breaks it down I believe 70*F is a pretty "perfect" spot for this thing to survive
Would you care to speculate on what process causes that approach to the limit of cases in Italy? That intrigues me. That is a log plot and it looks like the log of the difference between the number of cases and the limit is decreasing exponentially. If it was a log decay to the limit of the number of cases, that would seem to indicate an exhaustion of the available non-infected people. But in this case, it is an approach on the plot of the logarithm.weilke said:Below is the log plot and the daily increases for italy (off the JHU site).
It is a good temporal observation, but as in my post above, I would be a bit cautious about assuming causation. There are other potential explanations and the lack of knowing generally how many people have been exposed and when is really hurting the ability to make good inferences at this point. In the UK for example, a modeling study at Oxford suggested that in fact over 50% of the population has already been exposed and what we are seeing in their numbers is some type of function of testing bias. The estimates of the number of asymptomatic cases in the literature have varied from 20-86% and clearly that has a big impact on interpretation here.chemgeek said:I will only observe that the data on confirmed cases (with deaths lagging about 14 days behind) clearly shows that NY state has flattened the curve significantly by the imposition of stay-at-home policies, painful as they are. ... Other states should take note,...
It is a better more certain measure for sure. But my point is one can’t assume causation from either measure and a temporal correlation. A lot of variables in play here and very poor measurements of fundamentals like rate of showing symptoms or whether there is even excess mortality due to Covid-19 (some data from Europe that Covid-19 displaces other deaths but has not contributed to an increase in overall deaths).chemgeek said:To confirm you look at the death growth curve. Deaths are not significantly affected by testing rates. (They don't get missed and are rarely misattributed.) It will lag 14 days or so behind the caseload curve. The NY data is just starting to show a decrease in the growth rate of COVID deaths. We'll know for sure in about a week to 10 days from now. The derivative curve for caseload is also reaching close to peak. These are all promising, if at the same time ghastly signs.
Was thinking about it more and this is in general an important observation. If you lock everyone in their house for a month, the propagation of this will stop. The problem is, everyone will have starved to death. Similar to how if you ban all GA flying, there will be no more deaths due to GA accidents.Tantalum said:... and the truth still stands that if you locked everyone at home for 14 days this would disappear and we could be coming out the other side of this that much sooner
You are correct, the normal seasonal flu is not a coronavirus. Nonetheless, many viral infections follow a seasonal pattern, with infections lower in the summer. As you note, some of these are colds, which are coronaviruses. Pretty active debate amongst experts right now if COVID-19 will follow a seasonal pattern. We can hope but remain vigilant.Cap'n Jack said:Flus (influenza) != coronaviruses
I wouldn't try to compare one to the other. Some "common colds" are caused by coronaviruses, some of which do follow the seasons as you describe.
Sure, always happy to provide pointers to what I am looking at it. I will note that this is fairly new and could turn out to be weird variation.tspear said:Any citations? Because that does not match what my in laws are reporting who live in Europe. It also does not match what I read from BBC, and TV Monde 5 (I cheat and use Google Translate on TV Monde 5).
Strange about FT because I can access that article without a subscription.tspear said:@PeterNSteinmetz
FT is behind a paywall.
If you use the EuroMOMO statistics, then you need a pandemic on the scale of the 1918 Spanish Flu to appreciably move the needles.
The reality, roughly 2.5 million people die a year in the USA. I assume Europe is roughly the same. So a few thousand either way will not move the numbers in an appreciable manor.
Now, if we let the COVID-19 run wild; worst case models predicet around 2 million would die from the disease. I am sure some of the 2 million would be the 2.5 million that would have dies anyway; but I doubt it would be all of them. One model, actually predicted due to COVID-19 consuming medical resources; that non-COVID-19 deaths will increase. e.g. ER/ICU staff exhausted makes more mistakes, or cannot give adequate attention to each patient.
Somehow, I think most people would like to prevent this spike.
Tim
Well, as noted above, the number of deaths tends to be a more reliable number, though assignment of cause(s) is clearly a softer call.weilke said:This thing kills 50 and 60 year olds. Not everyone who dies from this was a terminal nursing home patient. Yes, technically everyone dies of something eventually, but given how this picks off people in other age brackets, I find that argument rather specious.
I am puzzled by citing that article in particular, given the last statement here. That article’s abstract states near the end, referring to another paper “The authors demonstrate an impressive statistical association between vapor pressure, influenza transmission, and virus survival.” None of these things seem to relate directly to social distancing and most of the article is discussing other extrinsic factors. The summarized items about incidence during the school year are a relatively minor part of the article, almost an aside. The article is also from 2009, which doesn’t mean it is incorrect, but suggests there may be newer research. I suspect there may be newer articles, or better yet, reviews, which deal with the relative causation of seasonal cycles in influenza.wrbix said:Yeah....but I tend to believe the folks who actually apply science and thoughtful analysis to these issues, over SGOTI:
https://www.ncbi.nlm.nih.gov/pmc/articles/PMC2656132/
.....not the only factor but a factor always cited in these discussions...along with viral changes, changes in indoor humidity, etc.
Winter school breaks decrease incidence by upwards of 25%, and there likely is progression of herd immunity over the course of the school year.
Continuing social distancing, thanks.