And anyone with a modicum of mathematical training will recognize that climate is nothing more or less than the integral of weather.
?????
So, no matter what, the earth is going to get hotter and hotter as time passes, what with that integral evaluating as a greater and greater number as time passes? I am assuming you're evaluating any one aspect of "weather" over time, right?
Otherwise, call 1/1/2020 year 0. Keep temperature (T) constant. The integral of T evaluated at time = x is going to be doubled at 2x. So, the climate integral for temperature for year 1/1/2022 is double that of 1/1/2021?
I'm kinda thinking that your integral needs to be divided by units of time. However my integral math is G-O-N-E gone, I'm not a climate scientist, and I don't have the foggiest when I last stayed at a Holiday Inn Express.
