Recent content by DavitosanX

I have a question regarding a problem in chemistry. I ultimately solved it, but I wanted to know if the problem itself could be represented as a differential equation, and if the solution I found is the solution to that equation. The explanation is a little long, but I don't think I can make it...

Thanks for the link. G.F. Roach's book seems like the way to go. It's not expensive, which is always a good thing.

Hello! I'm currently taking a course on partial differential equations, and we're using Asmar's textbook. We've reached Green's functions, and even though Asmar is a great book, I feel like I need a deeper study of the subject. Which book would you recommend to help me better grasp the theory...

Thank you very much for your answer.

Homework Statement This problem is from Mary L. Boas - Mathematical Methods in the Physical Sciences, Chapter 14, section 3, problem 23. \oint_C \frac{e^{3z}dz}{(z - ln2)^{4}} 2. Homework Equations Cauchy's integral formula The Attempt at a Solution First isolate the singularity...

I'm currently taking a Classical Mechanics course, and we're studying the lagrangian equation. After a few exercises, I thought I'd try to come up with the motion equations for a pendulum where the mass hangs from a spring. The resulting differential equations take a form that I don't really...

There is much variation to which traits we as humans find attractive. I would propose that focusing on which traits we find universally unattractive would shed more light on the matter.

I'm currently enrolled in a course that uses Eugene Butkov's Mathematical Physics. I find it easy to follow as a student, compared for instance to Arfken's Mathematical Methods for Physicists.

Hello! I have a test in two weeks for a Mathematical methods course, and the teacher likes to use very tricky problems. My calculus is a little deficient, and I need to practice a lot. I'm currently using both Boyce's and Spivak's Calculus books to do exercises, but I'd like to find a source of...