\(\) \(\Lambda_{b_0}\mu(t) \prod e\) \(\)
Welcome to my blog!
I am a 2nd year Master’s student studying Mathematics specialized in AI @ NYU Courant, advised by Professor Arthur Jacot.
Before this, I hold B.A. in Math & Econ @ NYU. From 2017 onwards, I have gained experience as a ML Research engineer, working across diverse domains such as finance, biology, and media.
As an individual inclined towards optimization and efficiency, I am highly committed and focused on leveraging mathematics and technology to automate and streamline mundane and tedious tasks \(s.t.\) I am willing to build a program in 10 hrs just to perform a task would take 10 mins :D
Research Interest
I’m broadly interested in Data Mining, Learning Theory and Applications:
- Information Extraction, Conversational AI, and Natural Language Processing
- Understanding and improving the training dynamics of Deep Neural Networks
Education
New York University
M.S. in Mathematics, (Jan 2022 - Exp. May 2024)
B.A. in Mathematics & Economics, (Sep 2013 - May 2019)
Professional Experience
Xinapse.ai, AI Research Engineer @ NLU & Speech team
Nov 2020 - Dec 2023
XLP Capital, Quantitative Researcher
Oct 2019 - Jul 2020
State Street, Data Science Intern
Jun 2018 - Dec 2018
Republic of Korea Army, Sergeant (4.2” Mortar Gunner)
Sep 2015 - Jun 2017
Haver Analytics, Research Assistant @ High Frequency Econ/Financial Data Team
Jun 2015 - Sep 2015
Teaching Experience
MATH-UA 121 Calculus I, Fall 2023
MATH-UA 132 Mathematics for Economics II (\(\simeq\) Calculus II), *Fall 2022 2023
Contact me
I hold a deep commitment to the education of young students (from kindergarten to undergrad), which is a matter I take very seriously. If you need any help with math or ML, feel free to reach out!
I am also totally open to any discussion not only related to natural language processing and machine learning in general, but also in array-oriented functional programming languages (e.g. J & APL) and Civilization VI. Please let me buy you coffee or bubble tea (beer even better) if you are around NYC :D
email : shc443 at nyu dot edu
phone : 917 - 270 - \(acbc, \\ \quad where \quad a, b, c \in \mathbb{N} \quad s.t. \quad a = -e^{i\pi}, \quad b = \sum_{i = 0}^{+ \infty}\frac{1}{2^i}, \quad c = \begin{vmatrix} a+b & a\\ b & a+b \end{vmatrix}\)
