First post in the thread. So tired of this r^2 talk. I deal with this stuff for a living and what is being said in this thread or that twitter feed is misleading at best and completely wrong at worst. I can't believe I am wasting time posting but I've got a lot of enjoyment reading both sides of this thread, so I feel like I owe it to take the time writing this out. Let's say we have the same set of data he is utilizing:C@LAg said:Read his comment here:GE said:
Show me the derivation of that being 1.000 - I havent calculated it but that's not how it looks to me
look at the point graph, at the daily observations (the green line).
It has achieved a nearly perfect flat line (at 2.1%) for the last week.
Daily deviation is essentially 0, so the R^2 = 1.
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majority eight are men. All are adults: Four are in their 20s or their 30s, one is over 40 and six are in their 50s or their 60s.
Nine of the 11 had traveled to China; the two others caught the virus from a spouse in the U.S. According to the CDC, all 11 appear to be doing well, including two in San Benito, California, who previously needed more intensive care.
sir this is a wendysCrystal Blue Meth said:First post in the thread. So tired of this r^2 talk. I deal with this stuff for a living and what is being said in this thread or that twitter feed is misleading at best and completely wrong at worst. I can't believe I am wasting time posting but I've got a lot of enjoyment reading both sides of this thread, so I feel like I owe it to take the time writing this out. Let's say we have the same set of data he is utilizing:C@LAg said:Read his comment here:GE said:
Show me the derivation of that being 1.000 - I havent calculated it but that's not how it looks to me
look at the point graph, at the daily observations (the green line).
It has achieved a nearly perfect flat line (at 2.1%) for the last week.
Daily deviation is essentially 0, so the R^2 = 1.
He is starting on day 12 with his equation, so
x //////////// y
12 /////// 4,515
13 /////// 5,974
14 /////// 7,711
15 /////// 9,692
16 /////// 11,791
17 /////// 14,380
18 /////// 17,205
Using just this data, I come up with the same equation (y = 134.83 * x^2 - 1,939 * x + 8,392.5) with an r^2 of 1.0.
Let's completely ignore the fact that he is ignoring the first 11 days of data (because he is) and ignore the fact the beginning of the curve is really what defines how the rest of the curve will behave (if you have the equation right, which he asserts that he does). Let's complete ignore reality (like many in this thread). Let me instead show you how this guy will literally always be correct.
The equation he just derived (and that we just re-created) would tell us that at x = 19, we should get y = ~20,221. Correct? Does anyone disagree with this?
However, what if it turns out that y = 2,100, instead? Well, the equation changes to y = 129.74 * x^2 - 1,791.5 * x + 7,337.8. Any guesses what the r^2 is? Anyone? Anyone? Bueller? It is 1.0. r^2 = 1.0.
What if day 19 completely bucks the trend? Say it is only 18,000? The equation changes, but the r^2 is still very high at 0.992 (some could dishonestly round this to 1.0, if they had an agenda).
What if it goes the other way and on day 19, y = 23,000? The equation changes, again, but the r^2 is still 0.992.
More than likely though, when x=19, y is going to equal something in between 19,500-21,000. In which case, this guy's equation is going to change, but his r^2 is still going to be 1.0.
Hopefully I explained this well enough and everyone can follow along; sorry, it has been a long day. Let me know if you have any questions. I can also provide some trend plots in the morning if you think it'd help.
CBM's formulas are all order 2, though.k2aggie07 said:
Of course if you best fit you can *always* find a polynomial of sufficient order to get you an r^2 of 1.
Agreed.Quote:
I understood he was using the same formula day to day, and getting the right result. That's meaningful. Coming up with a new formula each day isnt.
Big Al 1992 said:
This isn't a surprise. But this is what I would watch - what happens to those 20 and how soon does it happen. If 10/20 pass away with decent medical care then we are f'd. If all 20 recover than we are good - just keep tabs on them to see if they are more prone to getting sick easier, later on.
k2aggie07 said:
Of course if you best fit you can *always* find a polynomial of sufficient order to get you an r^2 of 1.
I understood he was using the same formula day to day, and getting the right result. That's meaningful. Coming up with a new formula each day isnt.
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Virology specialists from the Institut Pasteur of Shanghai in two different studies have confirmed that the coronavirus is mutating and becoming more virulent.
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In different study by Dr Fang Li from the University of Minnesota that was published in the Journal of Virology, on the 29th Of January 2020 (url link found below), lead researcher Dr Fang Li, warned after studying the genome of the virus that their research data alarmingly predicts that a single mutation (at a specific spot in the genome) could significantly enhance the Wuhan coronavirus's ability to bind with human angiotensin-converting enzyme-2 (ACE2) receptors to become extremely potent and deadly.Pp
Nuclear Scramjet said:Big Al 1992 said:
This isn't a surprise. But this is what I would watch - what happens to those 20 and how soon does it happen. If 10/20 pass away with decent medical care then we are f'd. If all 20 recover than we are good - just keep tabs on them to see if they are more prone to getting sick easier, later on.
Yeah this is what we need to watch. If a significant percentage die then it's time to prepare full out.
Because we know this damned thing is crazy contagious but we don't know how severe it is. Our preparations will change if this is a bad flu (2% mortality rate), something deadlier (50%) or end of the world superbug (99%).Nuclear Scramjet said:
Why are you solely concerned about the morality rate?
B-1 83 said:
Can we call an end to the statistics pissing contest and get back to our regular program?
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This phylogeny shows evolutionary relationships of viruses from the novel coronavirus (nCoV) outbreak. All samples are highly related with at most seven mutations relative to a common ancestor, suggesting a shared common ancestor some time in Nov-Dec 2019. This indicates an initial human infection in Nov-Dec 2019 followed by sustained human-to-human transmission leading to sampled infections.
We observe clustering of related infections in Zhuhai, Foshan, Shenzhen and Paris. So far, all of these clusters are noted as "family cluster infection". This represents clear direct human-to-human transmission within a house-hold. We do not yet see clear evidence in the phylogeny for community spread outside of Wuhan.
Appears to be valid based on that article, analyzing 57 different samples from around the world.OnlyForNow said:
So very close repeated contact.