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Dynamic Term Structure Modeling & Arbitrage-Free Interest Rate Simulation: A research-level fixed income quant project implementing a full interest rate modeling pipeline from raw Treasury data to derivative pricing and risk analysis.
Excel-based quantitative finance models: Brownian motion simulation, Vasicek short-rate Monte Carlo, and a full Basel SA-CCR counterparty exposure engine.
A production-grade stochastic interest rate modeling engine that calibrates the Vasicek model to historical SOFR data using OLS regression and Euler-Maruyama simulation.
End-to-End Python implementation of consistent intergenerational pension optimization from Alonso-Garcia et al. (2026). Solves optimal PAYG pension policy via forward CRRA utilities and closed-form HJB feedback laws. Features a 10,000-path Euler-Maruyama Monte Carlo engine, Cholesky-correlated 4D Brownian shocks, and demographic stress-testing.
This project implements the Vasicek Interest Rate Model using Australian market data. We employ Excel Solver to execute Maximum Likelihood Estimation (MLE), determining the three model parameters (α, β, and σ r ). Finally, we calculate and visualize the theoretical yield curve.
Vasicek mean-reverting short-rate model calibrated to real RBI T-bill data, non-recombining/recombining interest rate tree, 10,000-path Monte Carlo simulation, and closed-form validation.