Exercise 26.2.4 Prove that Eqs. (26.3) and (26.3) become Pd(t +1, t +n) = P(t, t +n)
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Exercise 26.2.4 Prove that Eqs. (26.3) and (26.3) become Pd(t +1, t +n) = P(t, t +n)
P(t, t +1)
exp[ v2 + · · · + vn ]
p+(1− p)×exp[ v2 + · · · + vn ]
, Pu(t +1, t +n) = P(t, t +n)
P(t, t +1)
1 p+(1− p)×exp[ v2 + · · · + vn ]
for general risk-neutral probability p.
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Related Book For
Financial Engineering And Computation Principles Mathematics Algorithms
ISBN: 9780521781718
1st Edition
Authors: Yuh-Dauh Lyuu
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