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 if you if you come to Barcelona and you you have the opportunity to see Gaudi art, you'll see that it's formed by little mosaics, but little pieces of art.

But from far away, you don't see that it's this is formed by little pieces of mosaic.

So this could be the classical and quantum world at the same time.

In a way, we could be running up the stairs at the same time as we are running up the ramp.

So we are combining classical and quantum world in a way.

But this is like a modern approach.

This is more like well, not so modern, because Einstein and Feynman were also pointing to this uh to coexistence of both realities on the same.

But if we we we are like sometimes to make difference between systems, if we think about classical systems, we are thinking about Hamilton's equations.

And on the other side.

If we're thinking about quantum systems, then the equations are Schrodinger equations.

Where

Uh here we have the symbol of the wave, right?

So the evolution, again, both of them there are many patterns in common.

There is an evolution, but it's an evolution of not trajectory of a particle, but probability of trajectory of a wave.

Yes.

And we could and well this is extracted from somewhere on the internet.

Uh we could indeed summarize we could take, for instance, as you were suggesting, let's take a classical system, the harmonic oscillator.

Okay.

And we could just replace uh the Ps the by the partial derivative of X and the X by themselves, and this gives me the quantum version of this harmonic oscillator, okay?

And this idea is a little bit the idea that you were suggesting of uh going from classical to quantum.

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