问题如下图:
选项:
A.
B.
C.
解释:
请问这里POD和Exposure是怎么算出来的?具体过程是shen什么?为啥我算出来不对呢?谢谢
NO.PZ201812310200000110问题如下 Ibarra is interestein analyzing how a simultaneous crease in the recovery rate anthe probability of fault woulaffethe fair value of bonB2. She creases both the recovery rate anthe probability of fault 25% of their existing estimates anrecomputes the bons fair value. The recomputefair value is closest to: €1,096.59. €1,108.40. €1,111.91. B is correct. The recovery rate to usenow in the computation of fair value is 30% × 0.75 = 22.500%, wherethe hazarrate to useis 1.50% × 0.75 = 1.125%. The tree that shows the valuation assuming no fault of bonin the solution to Question 8 will not affectethe foregoing changes. Accorngly, VNremains €1,144.63. Following the steps outlinein the solution to Question 8, the following table is prepare whishows ththe CVA for the boncreases to €36.23. Thus, Ibarra conclus tha crease in the probability of fault ha greater effeon fair value tha similcrease in the recovery rate. The steps taken to complete the table are the same those in Question 8. There are no changes in exposures or scount factors in this table. Fair value of the bonconsiring CVA = €1,144.63 – CVA = €1,144.63 – €36.23 = €1,108.40 这道题哪里说用二叉树了?为什么不用上面说的利率fl3%?
NO.PZ201812310200000110 问题如下 Ibarra is interestein analyzing how a simultaneous crease in the recovery rate anthe probability of fault woulaffethe fair value of bonB2. She creases both the recovery rate anthe probability of fault 25% of their existing estimates anrecomputes the bons fair value. The recomputefair value is closest to: €1,096.59. €1,108.40. €1,111.91. B is correct. The recovery rate to usenow in the computation of fair value is 30% × 0.75 = 22.500%, wherethe hazarrate to useis 1.50% × 0.75 = 1.125%. The tree that shows the valuation assuming no fault of bonin the solution to Question 8 will not affectethe foregoing changes. Accorngly, VNremains €1,144.63. Following the steps outlinein the solution to Question 8, the following table is prepare whishows ththe CVA for the boncreases to €36.23. Thus, Ibarra conclus tha crease in the probability of fault ha greater effeon fair value tha similcrease in the recovery rate. The steps taken to complete the table are the same those in Question 8. There are no changes in exposures or scount factors in this table. Fair value of the bonconsiring CVA = €1,144.63 – CVA = €1,144.63 – €36.23 = €1,108.40 最后expeloss折现,解析用的是count factor(也就是spot rate),那什么情况下折现用的是Rf?
问一道题:NO.PZ201812310200000109
问一道题:NO.PZ201812310200000110