To Do Today July 01

1. Revise the contour integral chapter of complex variables. Specially the proof of Cauchy integral formula, Cauchy-Goursat Theorem, Liouvile's theorem and the fundamental theorem of algebra.... (check) [That was nice. But it took more time than I anticipated.]
2. Find out the equation of hanging cable. (check)
3. Derive Keplar's law from Newton's inverse square law of gravitation using vector calculus. (check)
4. Do some drill on moderately advanced integration techniques. Leave the more advanced parts like Elliptic integral or the application of residue for some other day.
5. Find out what quantum mechanics has to say on Dependence of amplitude on time, Hamiltonian matrix, and Other two state systems like benzene. Using, Dirac's formulation of quantum mechanics, the Matrix Mechanics.
6. And here's an old friend the complexity class P. I have found out that I can read and write about theory of computation without feeling stressed!

Let's see whether I can be a better person tomorrow!