[-1] + f[E[u]
* =
[-1] + f[E[u] / (1 -
) (28.3)
We can also prove that u = E[u] and then define E[u] = ERU[REH]. [88] Hence: [89]
[-1] + f[E[u]
* =
[-1] + f[E[u] / (1 -
) (28.3)
We can also prove that u = E[u] and then define E[u] = ERU[REH]. [88] Hence: [89]