Compute \(v_n^{n_2}e^{-n_3k(n+1)h} IEII\) and expand \(v_n\)
n2 (int) – \(n_2\) in above equation.
n3 (int) – \(n_3\) in \(IEII\) which is \(E[IE_{n+1}^{n_3}I_{n+1}^{n_4}I_{n+1}^{*n_5}|v_n]\).
n4 (int) – \(n_4\) in \(IEII\).
n5 (int) – \(n_5\) in \(IEII\).
poly with attribute keyfor = (‘e^{-knh}IE_n’,’e^{-kh}’,’h’,’v_{n-1}’,’k^{-}’,’theta’,’sigma_v’).
keyfor
Poly