Exam 16: Dynamic Hedging and Relative Value Trades
Exam 1: An Introduction to Fixed Income Markets17 Questions
Exam 2: Basics of Fixed Income Securities20 Questions
Exam 3: Basics of Interest Rate Risk Management17 Questions
Exam 4: Basic Refinements in Interest Rate Risk Management18 Questions
Exam 5: Interest Rate Derivatives: Forwards and Swaps15 Questions
Exam 6: Interest Rate Derivatives: Futures and Options15 Questions
Exam 7: Inflation, Monetary Policy, and the Federal Funds Rate15 Questions
Exam 8: Basics of Residential Mortgage Backed Securities21 Questions
Exam 9: One Step Binomial Trees15 Questions
Exam 10: Multi-Step Binomial Trees15 Questions
Exam 11: Risk Neutral Trees and Derivative Pricing18 Questions
Exam 12: American Options19 Questions
Exam 13: Monte Carlo Simulations on Trees18 Questions
Exam 14: Interest Rate Models in Continuous Time15 Questions
Exam 15: No Arbitrage and the Pricing of Interest Rate Securities17 Questions
Exam 16: Dynamic Hedging and Relative Value Trades13 Questions
Exam 17: Dynamic Hedging and Relative Value Trades18 Questions
Exam 18: The Risk and Return of Interest Rate Securities11 Questions
Exam 19: No Arbitrage Models and Standard Derivatives20 Questions
Exam 20: The Market Model for Standard Derivatives19 Questions
Exam 21: Forward Risk Neutral Pricing and the Libor Market Model14 Questions
Exam 22: Multifactor Models16 Questions
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What use does the Replicating Portfolio have?
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It is a useful tool to hedge securities and to take a view on whether a security may be mispriced and, thus, an arbitrage opportunity exists.
How close should the value of the Replicating Portfolio be to the asset if we increase the rebalancing frequency?
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The higher the rebalancing frequency the tighter the relationship between the replicating portfolio and the asset.
What general principal do you follow, once an arbitrage opportunity is found?
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Can you think of any reason why rebalancing doesn't always occur at extermely short frequencies (instantenous) in the real world?
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