Milan Klöwer
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milank.bsky.social
Milan Klöwer
@milank.bsky.social
Climate scientist. NERC Research Fellow @UniofOxford, prev Schmidt AI in Science; PostDoc @MIT, PhD @UniofOxford. #JuliaLang, open source, low carbon, free education, vegan, 🗻+🚲+🛥️. Cars ruin cities. *354ppm he|him
Coolest name if you do research on something with Atlantic in the name!!
October 30, 2025 at 9:09 AM
Oh yes, not saying that. I think Nvidia claiming they support the green transition is bollox. They would do their thing even if GPU were less efficient than CPUs but I still appreciate that they are more efficient and also that they have become more efficient over time
October 24, 2025 at 11:53 PM
Like you can criticise net zero but I think it’s really efficient in communicating that net zero emissions mean to stabilise temperatures
October 24, 2025 at 5:46 PM
Yes of course but if you think of the sinks being instantaneous then those “net” are missions integrated are how we change the CO2 concentration? More wondering how to best communicate it so that people don’t make these mistakes.
October 24, 2025 at 5:46 PM
Mathematically I say one is the integral of the other but to avoid “integral” bc jargon maybe sum over time / accumulated is better science communication?
October 24, 2025 at 8:15 AM
It's GeoMakie with GLMakie using OpenGL as backend, then OBS to record the screen while I spin the globe manually!
October 9, 2025 at 4:17 PM
Haha casual office sounds in the background 🙈
October 9, 2025 at 2:44 PM
on the way it looks super jaggedy. Now having spectral ripples isn't really any different, you are trying to represent something in from one space that isn't perfectly representable in another. And arguably many things in reality are smooth, so are waves or rectangles a better approximation?
October 3, 2025 at 1:19 AM
we are simply more used to. Think about a digital picture. You zoom in, it gets pixelated even though the real object might be smooth. We don't even question that. In high school, we learn integration of smooth functions by summing up rectangles. In the limit the approximation converges, but ...
October 3, 2025 at 1:19 AM