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@handsome_man69 2 күн бұрын
Handsome man
@BV-mg1ek 3 күн бұрын
I’m just spitballing here, but just because an infinite series of integers diverges, does that really mean that an infinite series of the form ln3*Sum1 - ln2*Sum2 diverges? I don’t think that follows. In theory you could have a sequence which makes the sum converge, because ln3 / ln2 is irrational, which means you can get any number of the form a*ln3 - b*ln2 arbitrarily close to 0, thereby allowing you to also construct a convergent series.
@btizzlenba7705 4 күн бұрын
its non news
@btizzlenba7705 4 күн бұрын
bahaha
@helium73 7 күн бұрын
it's really complicated. But I understand RGB colors so maybe I can make sense of it. Can any of this really explain how a force works? I mean you said that photons carry electromagnetic force. OK how do they carry it? They move through space they hit a electron and that electron changes it's motion. Somehow that causes the whole atom to move in some direction. Maybe opposite to the direction the electron moved when it changed location? Some force then pushes the nucleus in a direction keeping it in a location relative to the electron?
@HighlyEntropicMind 7 күн бұрын
I don't understand your question. It seems you understood everything
@maxpowers9129 8 күн бұрын
Evil schools probably wouldn't be so obviously evil. They would be brainwashed into thinking they were the good guys and that other innocent groups were evil.
@haukzi 10 күн бұрын
Magenta being minus green is seared in my head from that minutephysics video way back.
@narfwhals7843 11 күн бұрын
I'm a bit confused about gauge symmetries and charges. For QED we have the U(1) symmetry and we have the connection field that makes this local. In addition we have a property called "electric charge" which tells us whether or not a particle couples to the connection field. A particle could obey the symmetry and not be charged. But in QCD the SU(3) symmetry directly represents the color charge. Every particle that obeys this symmetry automatically couples to the connection. There is no separate "charge" property. Is this related to the non-abelian nature of SU(3), since it also means Gluons, obeying the symmetry, must interact with gluons?
@HighlyEntropicMind 11 күн бұрын
Very interesting observation. I had not thought about this I'm not sure if this is because of the non-abelian nature of SU(3), but I'm somewhat confident it is related to the problem of asymptotic freedom As you know there is no neutral gluon and this confines the strong force to the nucleus. If there was a neutral gluon then maybe any particle could interact with this force, even if they didn't have color charge and the force would have infinite range, just like electromagnetism
@narfwhals7843 10 күн бұрын
@@HighlyEntropicMind I think I fooled myself. "A particle could obey the symmetry and not be charged." I don't actually think that's true anymore. Because the whole idea of the connection field is to tell us how to parallel transport this phase vector. So if a particle has local phase symmetry, it _has_ to couple to the connection that transports it. So the *local* phase invariance,U(1) _is_ electric charge. Just like local color invariance, SU(3), _is_ color charge. I saw a difference that wasn't there. Is that right? So I guess my question really is: Do neutrinos have *local* phase invariance? Or is it just global? And is it implicit in the standard model that these symmetry groups are local or are they always?
@alunicat 12 күн бұрын
its the enthusiasm for me, as beautiful as the topic
@pon8785 13 күн бұрын
I rarely ever comment on videos but I feel like your channel is just so awesome that I have to support it in every way I can. It’s really incredible how you can convey complex information in such a fun and memorable way. I am currently in my second semester of studying physics and not too long ago I found out that I actually have ADHD which is something that I recently have started to really struggle with. Your videos are playing a huge part in keeping me motivated throughout this journey. You are an inspiration and I hope you can keep blessing us with these works of art!💫
@HighlyEntropicMind 12 күн бұрын
thanks, I really needed this
@IllidanS4 16 күн бұрын
With the almost flawless pronunciation of German, I cannot forgive the bastardization of "Bedřich Hrozný", especially considering the pronunciation can be found on his Wikipedia article!
@HighlyEntropicMind 16 күн бұрын
I shall attend my flogging the public square to pay for my crimes
@BorisNVM 17 күн бұрын
I am gonna save this to see it more focused. I'm very interested because its related to my field. Saludos desde Chile :)
@HighlyEntropicMind 17 күн бұрын
Saludos desde México