mamooth
Diamond Member
Skook, don't be a spamming asswipe. Nobody really cares if you've humiliated yourself again on a different thread.
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itfitzme's biggest problem with trying to claim CO2 causation of temperature increase is the 'hidden factor fallacy (or fraud)'.
it's like a wife saying that the family is going into $250 debt per month because her husband spends $250 on booze every month. perfect correlation. but then the husband says it's her fault because she spends 250 bucks a month on cigarettes. again perfect correlation. it depends on who defines the factors to be analyzed, and even whether all the factors are known. CO2 doesnt work so well in explaining the MWP or the LIA. but for the 80's and 90's it was perfect. now, not so much.
I'm not claiming anything except,watts,graph is ,wrong and west westwall doesn't know what he's talking about.
Oh, and you as well.
itfitzme's biggest problem with trying to claim CO2 causation of temperature increase is the 'hidden factor fallacy (or fraud)'.
it's like a wife saying that the family is going into $250 debt per month because her husband spends $250 on booze every month. perfect correlation. but then the husband says it's her fault because she spends 250 bucks a month on cigarettes. again perfect correlation. it depends on who defines the factors to be analyzed, and even whether all the factors are known. CO2 doesnt work so well in explaining the MWP or the LIA. but for the 80's and 90's it was perfect. now, not so much.
I'm not claiming anything except,watts,graph is ,wrong and west westwall doesn't know what he's talking about.
Oh, and you as well.
back when you first joined this MB you spent endless posts declaring that the correlation between temps and CO2 was ~0.8, and therefore CO2 was responsible for most of the increase.
is this the graph that you are stating is wrong?
it is simply a plot of CRN data. how can it be 'wrong'? it has triple redundant thermometers and no adjustments because of the excellent siting conditions. you can, as Watts did, say that it is not yet statistically significant because of the short time frame, but what are you saying is wrong about it?
Half my day is spent working with people that have a correct answer.. But they are working the wrong problem.. WHEN to apply certain tests and how to INTERPRET those tests is more important than mindlessly following the functions offered in Excel..
So --- If I run a 3 or 4 year low pass filter over the temp chart data to "smooth" the high frequency data --- Have I affected the 1st derivative (slope) estimate? (remember that error term of the regression is ASSUMED to have specific properties for the P-test)
After I filter and the variance is REDUCED -- fit that to the best trend line.. Is the P-Value BETTER or WORSE?
Actually -- the number of samples is far more important to the significance of the slope estimation in this case than goodness of the raw linear fit of the data.
Half my day is spent working with people that have a correct answer.. But they are working the wrong problem..
So everyone at work think you're an idiot too.
They love me for my unlimited patience and humor..
How about we approach this from neutral ground.. I'll concede that that there IS a probability test for significance of that data, but you'd have to search the deep statistics lit for the PROPER way to handle it. AND I'll concede that the data shown in the graph NEEDS to be tecsted for significance. But the assumptions of a p-test for linear regression that you get out STANDARD Stat pkgs is not appropriate.
Here's the reason.. And I think I caught several people saying the same thing over the years --- It's bloody STUPID to be testing significance of the fit of ANY process that is HIGHLY SUSPECTED to have higher order components OR does not meet the limiting requirements of a p-test on slope. You can see this from folks that put R(sq) values on the same linear regressions of temperatures. You KNOW it's not linear -- why are you CORRELATING IT IN THE FIRST PLACE !!!
In the end the real problem that everyone wants to know here is when to declare that a temperature record has trendline that reaches significance. You are NOT testing an H(0) hypothesis on possible other slopes in a Normal distribution assuming that REAL temperatures are well behaved noise. So that problem is better solved by adding more degrees of freedom (more points) and using careful filtering to reduce the inherent variance BEFORE running a linear regression.. The problem is to estimate the 1st derivative --- NOT find the polynomial that describes the process. And that particular temp snippet is not long enough to run an adequate filter.
BUT -- that doesn't mean the GRAPH is garbage. Or the Trendline is garbage. It is what it is.... It would be much harder than you or Anthony Watts or even many of the climatologists think to test the REAL significance of these snippets..
That ^^^^^^^^ is why the folks I work with end up loving my crotchedy ass..
Skook, don't be a spamming asswipe. Nobody really cares if you've humiliated yourself again on a different thread.