Recent content by UnivMathProdigy

I own all three books and I definitely recommend Haberman. The Asmar book lacks in some areas and Bleecker is just so-so.

I actually don't think there's anything wrong with the phrasing in the question in regards to finding the inverse function. You just switch t for V in the main function and solve for t...but you probably knew that already so this point I made is most likely moot. :oops:

I do realize that I didn't need to solve the integral to find the local max. I was just wondering if the general integral stated first is possible to evaluate.

On that same wikipedia page, there seems to be a way to do that if we consider the Laplace transform of the multiplication of functions; we just take the function f(t) and multiply it n times.

Hi, everyone. I was working on a calculus question related to the math subject GRE and I was wondering if it's possible to evaulate this indefinite integral: \int {\frac{\sin t}{t}} \, dt The actual question involves Leibniz's rule of differentiating integrals and didn't think of it at the...

I really like the books from Lokenath Debnath (they're kind of expensive, though): (Linear PDEs) https://www.amazon.com/dp/0817643931/?tag=pfamazon01-20 (Nonlinear PDEs) https://www.amazon.com/dp/0817682643/?tag=pfamazon01-20

Books on this topic are piquing my interest as well, but most of the books I might recommend don't really cover integral equations, except for one of them. Mathematical Methods in the Physical Sciences by Mary L. Boas Mathematical Methods for Physics and Engineering: A Comprehensive Guide by...

Oh, boy. I remember this book from when I was starting to learn advanced math (proofs) and had no training in proof-writing. In fact, when I took Real Analysis in grad school, I wasn't even sure I had undergraduate-level analysis back then. It turns out I did; it was under the name "Advanced...

Using this method, wouldn't that leave us with \frac{2}{0} or the indeterminate form \frac{0}{0} given x=n\pi \quad \forall \quad n \in \mathbb{Z}? I also echo Ray Vickson's concern about remembering those trig values. It took me a while to get it, but it shouldn't be that hard to remember.

Hello guys, this is Cody Ashby and I live right outside the Triad in North Carolina. I obtain an M.S. in Mathematics with a Post-Baccalaureate Certificate in Statistics along with a B.S. in Mathematics. I spent my undergraduate studies at Catawba College from 2007-2011 and my graduate studies at...