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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Theories of Everything with Curt Jaimungal · Eva Miranda: The Mathematical Bridge Between Classical and Quantum · 26 Jan 2025 podcast

A whole

Part of symplectic geometry has flourished.

Like so indeed there is also opportunity because in this chaos towards understanding what is the quantum, uh the bridge to quantum, symplectic geometry has evolved.

And we have understood many, many things concerning the rigidity of objects of Lagrangian foliations and polarizations and many many interesting questions per se in sympathetic geometry.

I'm going to talk about the cotizing bundle.

Why?

Because we want to go to this cotangent bundle.

All our lecture is going to this cotangent bundle.

I take yeah, I take the cotangent bundle which I had already in these examples.

There were P's and Q's, here is P's and X.

I'm changing notation.

But there is a Lyobi one form, which is the one form

such this that this form omega is the differential of theta.

Okay, and this is what we call the Liu Bill I form.

And it's classically known as Liu Bil I form already

uh in in in classical mechanics, very classical.

And then, you know, remember the dream.

The dream of the of Dirac is I want the quantization is a b is a way to assign two functions.

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