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Quant版 - Pricing a tricky digital call option
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话题: pricing话题: option话题: const话题: sigma话题: tricky
进入Quant版参与讨论
1 (共1页)
b******w
发帖数: 52
1
Suppost interest rate r is const, r=0;
Stock pricing dS/S = b dt + \sigma dW, b, \sigma const, W is standard BM.
S(0) = S_0;
Then how to price the following option:
Fix S_1, S_1 > S_0, if at some future time t, S(t)= S_1, you get 1 dollar.
Any input?
c*******d
发帖数: 72
2
is t fixed or is it within a range?
b******w
发帖数: 52
3

dollar.
t \in [ 0, \infty), no constraint on t!

【在 b******w 的大作中提到】
: Suppost interest rate r is const, r=0;
: Stock pricing dS/S = b dt + \sigma dW, b, \sigma const, W is standard BM.
: S(0) = S_0;
: Then how to price the following option:
: Fix S_1, S_1 > S_0, if at some future time t, S(t)= S_1, you get 1 dollar.
: Any input?

T*******t
发帖数: 9274
4
S_0/S_1
and actually, the price is model independent.

【在 b******w 的大作中提到】
:
: dollar.
: t \in [ 0, \infty), no constraint on t!

g**e
发帖数: 6
5
Heard on the street.

【在 T*******t 的大作中提到】
: S_0/S_1
: and actually, the price is model independent.

1 (共1页)
进入Quant版参与讨论
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话题: pricing话题: option话题: const话题: sigma话题: tricky