Badawy Abu-Ibrahim

In Lecture 3, 4 and 5 we study

1-    The phase of a wave function, well-defined observables, nonstationary states, and the probability current

2-    State space (Basic definition, Hilbert space definition)

3-    The Mathematical structure of Quantum mechanics (linear vector space-Basis vectors-expanding a vector in terms of a basis-Dirac algebra with Bras and Kets-Finding the expansion coefficient in the representation of Bars and Kets-The representation of an operator-eigenvalues and eigenfunctions-Commutators-Ehrenfest theorem.

These Lectures are not available as power point files.  

Also, Lectures 7, 8,  9, 10, 11, and 12 are not avaliable as power point files.