Uiuc Ece 487 L14 1

UIUC ECE 487 L14-1 Quantization of Classical fields

This is q c plus a over 2 minus q of c divided by

UIUC ECE 487 L14-1 Quantization of EM fields

And so there are two kinds of phonons that you can find in crystal artists

UIUC ECE 487 L14-4 Quantization of Classical fields

Point okay and are there any questions regarding this quantization of the electromagnetic field and

UIUC ECE 487 L14-4 Many Body Problem

No no it's left

UIUC ECE 487 L14-2 Quantization of Classical fields

E to the ik L will not cancel each other okay so if I look at the cross form I will have

UIUC ECE 487 L19-1 Quantum optics

This is

UIUC ECE 487 L14-3 Quantization of Classical fields

Mechanics but this is actually just a picture of

UIUC ECE 487 L14-2 Black Body Radiation

Energy from the environment it also gives our energy through the environment there's

UIUC ECE 487 L16-1 wavefunction operator & constructing operator

There being more than

UIUC ECE 487 L12 1

So so how does

UIUC ECE 487 L18-4 Quantum teleportation

That the transitional frequency scales is

UIUC ECE 487 Lecture 6 Perturbation Theory Part 1

Sor so this this this is completely right what else is completely uh nothing else so five

UIUC ECE 487 L18-1 Quantum teleportation

The equal to