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

So this works pretty well in this particular equation.

Why?

Because this bracket, this Poisson bracket, is uh the bracket of two functions that are linear.

Now what happens if these functions are not linear?

So for inst then it's going to be more complicated.

But uh I'm going a bit uh too quick.

So what is

Now we are we are starting to to talk business.

What is what here we have a picture of Paul Dirac, and Paul Dirac is trying to point at his dream mapping rule.

Indeed, what we did to prove the Heisenberg principle is just to replace the function by the hat of function as operator and g by the hat of g.

Okay.

So indeed, in his dream.

the the the the bracket the commutator of these two operators should satisfy the same rule as it happened in the case of uh of Darbu, which is okay I just this has to be I uh the the max pla uh the Planck ma uh constant

And the the operator associated to the bracket.

Okay.

This is what Dirac thought was was true, or this is let's say the principle of Dirac.

Okay, but this principle doesn't work in general.

It works depending on it doesn't work for any function f and g.

But this is the dream.

The dream is to the classical uh framework.

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