Python or Jupyter or Spyder can be used for the
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Find the prices of the European and American call or put option (see table 3). The parameters of the binomial and trinomial model are the following: to =0, T = 2, S(to)=100, o² = 0.15. In case of put option r =0.03, in case of call option r=-0.02. Exercise price E, option type (put or call) and concrete method of binomial model (CRR or Jarrow-Rudd parameters) - see Table 3 below. More exactly, 1) Find the prices of European and American option using a) Binomial method with CRR or Jarrow-Rudd parameters, b) Leisen-Reimer method; c) Trinomial method: 2) Find the price of the European option using limit price formula (Black-Scholes formula) Present in pdf-file: 1) prices and errors of European option in case N=300, N=400 and N=500 (see table 1). Here error = V3 - VBC, where V8 - option price of corresponding binomial or trinomial model, VBC - option limit price. Present the results to five decimal places. вс
Error's N=400 N=500 Table. 1. Prices and errors of the European option. Prices Method N=300 | N=400 N=500 N=300 CRR or Jarrow- Rudd Leisen-Reimer Trinomial Black-Scholes 2) Prices of the American option (see table 2) Table 2. Prices Method N=300 | N=400 N=500 CRR or Jarrow- Rudd Leisen-Reimer Trinomial 3) Two graphs (one for European option, second for American option). x-axis: N. 30 < N < 500; y-axis: prices V(N) using CRR or Jarrow-Rudd, Leisen- Reimer method and trinomial method and price Vbc (only in case of European option). Present corresponding program code with short comments also.
Find the prices of the European and American call or put option (see table 3). The parameters of the binomial and trinom
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Find the prices of the European and American call or put option (see table 3). The parameters of the binomial and trinom
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