Topology, according to Wikipedia, is the branch of mathematics concerned wth the properties of a geometric object that are perserved under continuous deformations, such as stretching, twisting, crumping, and bending; that is, without closing holes, opening holes, tearing, gluing, or passing through itself. However, I personally find this definition misguiding in many ways.

Out of all mathematics that I've studied, I would say the most interesting subject that I find is, without a doubt, analysis. In this article, I would like to introduce you to a glimpse of why I love it so immensely.

Here are some photos of the sky that I took in Yeoncheon-gun, Sintan-ri, Korea, April 2nd. I took them myself! The first pic has the Big Dipper in it ;)

Differential forms, differential equations, and their relationship are pivotal in the construction of the theory of electromagnetism. My recent interests were in investigating this exact thing, tying everything together in the context of electrostatics.

Hi friends and family! This is the first article in my website. I'm still working on the whole thing, so please don't expect alot for the first few months.