Term Structure Modeling and Credit Derivatives

Understanding how interest rates evolve and how credit risk is priced is fundamental to modern quantitative finance. This course demystifies the complex mathematical frameworks behind term structure models and credit derivatives without requiring prior advanced financial engineering experience. You will progress from basic interest rate definitions to valuing complex fixed-income instruments. By reading through structured explanations and analyzing practical mathematical formulations, you will gain the confidence to analyze, calibrate, and evaluate term structure models used by modern financial institutions. What you'll learn: - Understand the foundational concepts of term structure, interest rate lattices, and cash accounts. - Analyze fixed-income derivatives including options, futures, caplets, floorlets, swaps, and swaptions. - Apply model calibration techniques to align theoretical models with real-world market data. - Explore credit derivatives and the fundamentals of credit default swaps and credit risk modeling. - Adapt to modern financial environments by examining post-LIBOR transition concepts and multi-curve valuation frameworks. The course starts with essential definitions of interest rates and discount factors before moving systematically into lattice models, derivative pricing, and calibration methodologies. You will explore these concepts through clear, step-by-step written explanations and illustrative mathematical walkthroughs. This course is designed for beginners in financial engineering, quantitative finance students, or finance professionals looking to build a strong theoretical foundation. No advanced prior knowledge of term structure modeling is required. Start building your foundational knowledge of financial engineering and interest rate modeling today.