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Quantitative Researcher
Nomura Holdings, Inc•  May 2019 - July 2019
• Objective: to design optimal option hedging pricing strategies while relaxing the Black-Scholes assumptions • Formulated a Reinforcement Learning(Q-Learning)based Dynamic Hedging & Option payoff replication model • Explored Optimal Control Theory for Portfolio Optimization and derived standard Delta(∆) hedging equations • Derived a novel option pricing model based on Control Theory using Dynamic Programming for optimization • Impact: Portfolios can be hedged more efficiently as the proposed strategies are a generalization to BSM models
Data Scientist Intern
Birds Eye Systems•  2018 - 2018
Education
IIT, Kanpur (Indian Institute of Technology)
Mathematics and Scientific Computing, BS•  2015 - 2019
Tagore Baal Niketan Sr. Sec. School, Karnal
Indian Institute Of Technology, Kanpur
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