Eva Miranda

speaker
1,609 appearances 1 recordings 1 series first heard Jan 2025 last heard Jan 2025

Eva Miranda’s voice in public audio — every appearance, attributed to the second.

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And the answer to this question is that the Poisson bracket of position and momenta is a constant, is one.
And this is
I could say it's a miracle.
It's like this Heisenberg principle, exactly.
And if I take another function
It's not going to be
a constant.
It's going to be this other function will be a function also of position and momenta.
So when you take the Poisson bracket, maybe you don't get a constant.
You get something more complicated.
So in a way, uh the position and momenta are dual coordinates.
Because the Poisson bracket is one and this is
Magic on.
So yeah, let's go to this.
I mean, you are asking the right questions, that's perfect.
And in a way uh here you know in these slides that I prepare that it looks like I'm teaching a class.
So in a way I'm saying, well, uh symplectic form has something magical that it's a non degenerate uh close to form and this gives me a kind of isomorphism.
Canonical if you want.
uh between the cotangent and the tangent bundle.
I would say natural isomorphism between the cotangent and the tangent.
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