| First of all a note. I've made a substantial fraction of my living over the last decade from my understanding of statistics. When I look at a projected statistical range of 1.0-3.0 that later got refined to 0.9-2.0 I see that as a fit. Sure, the bottom end of the new range moved out of the bottom end of the old range. But if you watch an A/B test run, you'll see that this is entirely expected. But the median prediction of the new range - the most likely outcome - is 1.55 which is (assuming that the original range was a 95% confidence interval) is inside of 1 standard deviation of the prediction. Secondly when you say that the warming is insufficient to create the run-away warming predicted in climate models you're in disagreement with the vast majority of people who have actually tried to run the numbers. Having just seen you draw an incorrect "not a fit to the statistics" from something that I know very well looks exactly in line with what I'd expect a fit to look like, I'm going to trust that scientists understand their own numbers better than you understand them. Thirdly your claim that the new historical record has 10-20 years of no statistically significant warming is just plain false. The article this discussion started about finds that if you just use data from the last decade and project that forward you get an average projection of increasing 1.55C in a period that previous models had said would increase 1-3C. That doesn't look to me like you're not warming. And finally I'm glad that scientists don't let their models sit still for decades. It is a fact that the models have huge error bars. I want them to improve the models, to bring them down. And the fact that the new models are in good statistical agreement with the old is confirmation that the old models were reasonable (if less accurate than desired). Until we see a statistical lack of fit between old and new data (which has yet to happen) - there is no statistical reason to doubt the science. In the meantime I'm concerned that the 10 years with the least arctic ice in the summer all happened in the last 10 years. You may dismiss that data point. But in all of the discussions about newly available oil drilling locations and transport routes, it is worth noting that it is a very visible sign of a major global phenomena. BTW if you want to dig farther, I recommend http://onlinelibrary.wiley.com/doi/10.1029/2011GL048794/abst... for a detailed energy budget of where heat appears to be going right now. |
No, for some definitions of "the last decade" the trend line is cooling and for others it really is flat.
If you define "the last decade" as the ten year period ending this month, the temperature trend looks like this (slight cooling):
http://www.woodfortrees.org/plot/wti/last:120/plot/wti/last:...
(The "woodfortrees index" shown is built from an average of several standard temperature series - if you like HADCRU or GISS or some other specific one you can select it from the popup menu and hit the "plot" button to see that instead.)
The 15-year trend is rising, but just barely so: http://www.woodfortrees.org/plot/wti/last:180/plot/wti/last:...
The 20-year trend is still positive, but the recent flattening is real and it has already been flat enough long enough that it's starting to pose a serious problem for the model predictions, hence articles like this one.
> But the median prediction of the new range - the most likely outcome - is 1.55 which is (assuming that the original range was a 95% confidence interval) is inside of 1 standard deviation of the prediction.
Er, no. You're assuming the probability distribution is a normal distribution with the median in the middle - it isn't. IIRC, some of the newer attribution-based papers that have been forcing them to shift the window to the left have a positive skew - the median peak is way on the left side and then there's a "long tail" on the right. So depending on which papers they use it's actually possible the new median could be outside the 95% confidence interval of the old range.