Hi there, I’m Steven!

I’m a full-time MBA student in this year’s cohort here at the University of Cincinnati, and before that I got an undergraduate degree in Mathematics here as well. Prior to becoming a grad student, I managed a tea shop here in Cincinnati after spending a few years tutoring everything from grade school math/science to SAT tutoring and college calculus.

My experience with R comes from my math degree where I took a Data Analysis elective that used both R and Python to clean, sort, examine, transform, and analyze data. I also spent some time in the Computer Engineering program before switching to mathematics so I have experience with a fair number of programming/software languages including but not limited to: Java, C++, SQL, MATLAB, LaTeX.

Shameless Mathy Flex

Since you said we could get saucy and include equations, and I recently wrote a rather long capstone entirely in LaTeX, I felt I’d be letting my entire major down if I didn’t rise to the challenge. With that being said, here is a mathematical representation of the St. Petersburg Paradox taken directly from my capstone paper!

\[\begin{equation} \text{EV} = \sum_{n=1}^{\infty} \left(\frac{1}{2^n} \cdot 2^n\right) = \sum_{n=1}^{\infty} 1 = \infty \end{equation}\]