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GSIH2025-Quant

This repository contains my solutions to the Goldman Sachs India Hackathon 2025 - Quant, where participants tackled real-world financial challenges involving portfolio hedging, adaptive market-making strategies, and exotic option pricing.

I secured Rank 8 overall.


Problem Overview

Problem 1: Optimal Hedging Strategy

Objective: Hedge an unhedged portfolio using a set of equity stocks.
Goal: Minimize Value at Risk (VaR) and hedging cost.

  • Approach: Utilized LassoCV regression with customized enhancements to determine optimal hedging weights.
  • This was the most approachable problem — many contestants achieved high scores during the contest.
  • I was ranked 1st in this problem after post-contest evaluation, with a final score of 94.12.

Problem 2: Automated Market Making

Objective: Build an adaptive quoting strategy using order book data, recent trades, and inventory levels.

  • Inspired by the Avellaneda & Stoikov market-making framework.
  • Method: Developed a dynamic market maker that adjusts bid/ask spreads in response to market volatility, order imbalance, and current inventory.
  • Challenge: This was the most complex and demanding problem, requiring robust modeling and real-time decision-making.

Problem 3: Exotic Option Pricing using Monte Carlo Simulation

Objective: Price exotic European up-and-out basket options on three correlated assets using Monte Carlo simulation.
Bonus: Calibrate local volatility surfaces using market data from vanilla call options.

  • Constructed local volatility surfaces from vanilla option prices.
  • Simulated correlated asset paths and implemented efficient Monte Carlo pricing with barrier condition checks.

About

My solution for the Quantitative round of GSIH 2025.

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