Eva Miranda

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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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It's not a coincidence I'm talking about this polyton.

Yeah.

So then you see that in this uh quantization, you can see that this Atiya theorem plays a role, right?

And indeed Dalsan theorem.

It's going to be interesting.

And I didn't I mentioned uh and passan, I mentioned the the three body problem as non integrable, okay?

And uh well the two body problem is integrable.

This would be the Kepler problem, right?

And there you can find two integrals.

Uh but the problem what happens with the embody problem?

M body problem is very complex in general.

As I told you, connecting to this touring completeness, it's not known.

If it's Turing complete or not, the three body problem.

Right.

So all this has been uh, you know, a lo a short lecture of simple geometry and Poisson manifolds very quickly.

I think I never did this before.

This it was challenging, but I have enjoyed it.

And now we have to be back in quantization.

It means that everything we have learned so far

Will tell us something about this bridge between the classical and the quantum world?

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