Varying Times to Expiration
Tags: #Financial #EconomicsEquation
$$T_{2} \ge T_{1} \\ C(S_{t},K,t,T_{2}) \ge C(S_{t},K,t,T_{1}) \le S_{t} \\ P(S_{t},K,t,T_{2}) \ge P(S_{t},K,t,T_{1}) \le S_{t}$$Latex Code
T_{2} \ge T_{1} \\
C(S_{t},K,t,T_{2}) \ge C(S_{t},K,t,T_{1}) \le S_{t} \\
P(S_{t},K,t,T_{2}) \ge P(S_{t},K,t,T_{1}) \le S_{t}
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Introduction
Equation
Latex Code
T_{2} \ge T_{1} \\
C(S_{t},K,t,T_{2}) \ge C(S_{t},K,t,T_{1}) \le S_{t} \\
P(S_{t},K,t,T_{2}) \ge P(S_{t},K,t,T_{1}) \le S_{t}
Explanation
For American options, when expiration T2 > T1, the above equations holds.
: American Call Option Price
: American Put Option Price
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