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  1. Remember that PV01 is equivalent to the value of one bond minus the value of the other bond. To calculate this, you should use two calls to bondprc(). To get the correct answer, you should subtract the bond with the YTM of 10.00% from the bond with the YTM of 10.01%.
    campus.datacamp.com/courses/bond-valuation-and-analysis-in-r/duration-and-convexity?ex=3
    campus.datacamp.com/courses/bond-valuation-and-analysis-in-r/duration-and-c…
    これは役に立ちましたか?
  2. 他の人はこちらも質問
    P V BP = (P V −)−(P V +) 2 P V B P = ( P V −) − ( P V +) 2 PV– and PV+ represent the bond prices calculated after decreasing and increasing the yield-to-maturity by 1 bp. The PVBP is also called the “PV01”, standing for the “price or present value of 01”, where “01” means 1bp. In the United States, it is commonly called the “DV01” (Dollar value).
    PV01, also known as the basis point value (BPV), specifies how much the price of an instrument changes if the interest rate changes by 1 basis point (0.01%). DV01 is the dollar value of one basis point change in the instrument. Is my explanation correct? They are both price changes in response to a 1 bp change. DV01 is valid for a single bond.
    Remember that PV01 is equivalent to the value of one bond minus the value of the other bond. To calculate this, you should use two calls to bondprc(). To get the correct answer, you should subtract the bond with the YTM of 10.00% from the bond with the YTM of 10.01%. Also remember to take the abs() of this formula to ensure your output is positive.
    This measure is often termed as “PV01” or, in the U.S., “DV01” (Dollar Value of 1bp). PVBP is especially handy for bonds where future cash flows are unpredictable, like callable bonds. Basis Point Value (BPV) is a close relative to PVBP, and it is the product of Money Duration and 0.0001 (1bp).
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