🇵🇸Tim Henke (tɪm 'ɦɛŋ.kə)
@timhenke
🇳🇱 Postdoc in Quantisation of moduli spaces, QFT, TQFT & CFT, Algebraic Geometry, Differential Geometry, moduli geometry – Masters in: Maths/Physics/Logic – Help me learn 🇵🇹🇩🇰🇮🇹🇩🇪🇫🇷 by talking to me! (he/him) Forse tu non pensavi ch'io löico fossi
Do you think Medieval kings looked at the cartoons in their headboards to last longer?
In the 1500s they had a much better version of the "good times create soft men" cycle
Does anyone have any idea whomst this twink with a walking cane is?
When you and your brother do something together but he's also annoying so you gotta keep your distance
Poor fella trying to survive the 40°C (104°F) heat Startled the life out of me but he didn't even budge lol
"alright, you can feed me, but when I get out of here all of you are dead"
Americo-Americans will say things like "red cards, which I learnt existed over an hour ago, require malice of forethought to be proven in a court of law. You can't give a red card without arguing the mens rea"
"completely unknown bluesky user schizanon has added you to the 'obsessed with me' moderation list" is truly one of the most genre-defining things that ever happened to me on this webbed site
learnt of an absolutely fascinating new perspective in life Trying to figure out which philosopher has to be edited onto the gigachad image for this to make sense
I got confused by this sentence on wiki How do we know any massless spin-2 field would *have* to couple to the stress-energy tensor? Surely the interaction could just be turned off? Or is the point that the stress-energy tensor is the only thing it could couple w/? Coupling w/nothing=not existing?
Extremely confused about them promoting this weird paper published in PRL that, as far as I can tell, spends 23 pages to say "did you know you can represent a complex number as a pair of real numbers?" Like I have to be missing something, but I sincerely don't see what
Mathematicians are always talking about "hermitian matrices" but never about "her mission from Lord Almighty"
v funny that this vegetable is given the Italian name "broccolini" in the anglophone world, but not in Italy, where they're called "broccoletti"
Saw something that's possibly extremely relevant for your question:
Maybe this will shed some light on the phenomenon you are looking at: Notice that c=b=0 if λ=μ and furthermore c = 0 (resp. b=0) if the first (resp. second) eigenvector is (1,0) or (0,1) I wonder if this is the phenomenon that your parametrization was bumping into (ofc assuming diagonalisability)