Optimal stopping
αT = 0.
αt = E(max(αt+ 1 ,ξt))=
Zαt+ 1
0
αt+ 1 dF(x)+
Z∞
αt+ 1
xdF(x)=
= αt+ 1 F(αt+ 1 )+
Z∞
αt+ 1
xdF(x).
αT = 0.
αt = E(max(αt+ 1 ,ξt))=
Zαt+ 1
0
αt+ 1 dF(x)+
Z∞
αt+ 1
xdF(x)=
= αt+ 1 F(αt+ 1 )+
Z∞
αt+ 1
xdF(x).