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Explanation:
Understanding the relationships between the model assumptions and the shape of the term structure in an arbitrage-free model is crucial to comprehend the assumptions implied by the market through the observed term structure. The term structure of interest rates, also known as the yield curve, is a graphical representation that shows the relationship between interest rates and different maturities of debt for a given borrower in a given currency. The shape of the term structure can provide insights into future interest rate changes and economic activity. In an arbitrage-free model, the shape of the term structure is determined by the market’s expectations of future interest rates, which are implied by the current prices of financial instruments. Therefore, understanding these relationships can help investors and financial analysts to interpret the market’s expectations and make informed decisions.
Choice A is incorrect. While making reasonable assumptions about the interest rate process and the risk premium is important in financial modeling, it does not directly explain why understanding the relationships between the model assumptions and the shape of the term structure is important in the context of an arbitrage-free model.
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Q.1637 One of the financial engineering models used in market analysis is known as the arbitrage-free model. This model basically allocates prices to instruments such as derivatives in a manner that makes it extremely difficult to create arbitrage opportunities. In the case of an arbitrage-free model, an understanding of the relationships between the model assumptions and the shape of the term structure is important to:
A
make reasonable assumptions about the interest rate process and the risk premium.
B
comprehend the assumptions implied by the market through the observed term structure.
C
calculate the marginal productivity of capital.
D
compare propensity to save and expected inflation.