Earlier quoted context omitted.
I told my kids yesterday while cleaning up when we found their sled that they are probably the last generation of Dutch kids to have used one, they don't have skates because there never is a winter long enough to make the ice safe (when I was a kid you could skate on IJsselmeer, and the ice would be 20 cm thick at the end of the winter).
Your comment reminds me of the article written in 2000 that said that by 2010 kids won’t even know what snow is. That article was online until about 2015 until it was so widely mocked it was finally deleted. Here’s a screenshot for you. https://wattsupwiththat.com/wp-content/uploads/2015/11/snowf...
Hot or Not?
71–80 of 179 posts
Re: Hot or Not?
#72The scientific consensus is more than clear, doing your own "research" isn't going to make a difference except to engage with the people that are already happy to ignore science. If anything you'd have to begin to wonder in what ways airports are going to be different from global averages and I can think of a whole pile of reasons why the two would diverge (such as the presence of a large chunk of asphalt or concrete…
Re: Hot or Not?
#73Interestingly, there are animations of the changes in the hardiness zones over time:
https://www.arborday.org/media/mapchanges.cfm
Difficult to argue with that, I think.
Re: Hot or Not?
#74Re: Hot or Not?
#75Earlier quoted context omitted.
That would be a testable hypothesis that you have not tested. Anybody can do whataboutism but it isn't a meaningful argument. If it's your belief that the literature is biased by 'green' funding, prove it.
how would this be done, without being dismissed as being "just a bunch of plots with no effort to engage with the existing literature and study"?
If you were interested in studying the relationship between bias and funding you might do a survey of published papers and articles on the subject.
If you can identify some measurable criteria that can be used to rate how "green" a paper's funding is then you can use that as an axis and compare the surveyed papers to reveal trends.
Re: Hot or Not?
#76The scientific consensus is more than clear, doing your own "research" isn't going to make a difference except to engage with the people that are already happy to ignore science. If anything you'd have to begin to wonder in what ways airports are going to be different from global averages and I can think of a whole pile of reasons why the two would diverge (such as the presence of a large chunk of asphalt or concrete…
Excellent point, and to add a bit: Scientific consensus does not mean the average of all opinions (i.e. "scientists on average believe in 2 degrees warming"), nor does it mean the average of all possible values of opinions ("there are people that believe in 2 degrees, and there are people that believe in 0 degrees"). These heuristics are wrong. It's a summary that needs to include reputation, credibility, trajectory…
Sorry, but no.
A lot of people have an academic education, for example, and are capable of reading scientific papers. You have to be able to make a solid point that other people can verify. The last couple of years have already shown that institutions are also of little use.
Don't confuse science with scientific institutions.
Re: Hot or Not?
#77ok google, define "cherry pick"
Re: Hot or Not?
#78Why would the median temperature be a useful measurement here? Quick, what is the median of these numbers: -2,-1,0,1,2 And what is the median of these numbers: -7,-1,0,1,2 Of course the average and median are identical for a perfectly distributed normal distribution. But part of science is supposed to be reducing the noise from your signal. Why are you adding noise in your quest to investigate the average temperature…
In the presence of outliers the median is a better predictor of underlying long-teem trends. Subtracting the median gives the delta from zero-median. The delta would be non-zero if there is a long term effect. Here the delta is zero in a number of cases.
Re: Hot or Not?
#79Why would the median temperature be a useful measurement here? Quick, what is the median of these numbers: -2,-1,0,1,2 And what is the median of these numbers: -7,-1,0,1,2 Of course the average and median are identical for a perfectly distributed normal distribution. But part of science is supposed to be reducing the noise from your signal. Why are you adding noise in your quest to investigate the average temperature…
In the presence of outliers the median is a better predictor of underlying long-teem trends. Subtracting the median gives the delta from zero-median. The delta would be non-zero if there is a long term effect. Here the delta is zero in a number of cases.
Not if outliers are REALLY FUCKING IMPORTANT, like, say, extreme weather events.
Re: Hot or Not?
#80The scientific consensus is more than clear, doing your own "research" isn't going to make a difference except to engage with the people that are already happy to ignore science. If anything you'd have to begin to wonder in what ways airports are going to be different from global averages and I can think of a whole pile of reasons why the two would diverge (such as the presence of a large chunk of asphalt or concrete…