ajdmom.mdl_2fsv.cmom.vvee_IEI_IEII¶
- ajdmom.mdl_2fsv.cmom.vvee_IEI_IEII(n2, n3, n4, n5, n6, n7, n8)[source]¶
Multiply \(IEI\_IEII\) by \(v_{1,n-1}v_{2,n-1}e^{-k_1nh}e^{-k_2nh}\)
- \(E[v_{1,n-1}^{n_2}v_{2,n-1}^{n_3}e^{-n_4k_1 nh}e^{-n_6k_2 nh} IEI\_IEII]\)
where
\[IEI\_IEII = E[eI_{1,n}^{n_4} I_{1,n}^{n_5} eI_{2,n}^{n_6} I_{2,n}^{n_7} I_{n}^{*n_8}|v_{1,n-1}v_{2,n-1}]\]
- Parameters:
n2 (int) – times of \(v_{1,n-1}\) being selected.
n3 (int) – times of \(v_{2,n-1}\) being selected.
n4 (int) – times of \(eI_{1,n}\) being selected.
n5 (int) – times of \(I_{1,n}\) being selected.
n6 (int) – times of \(eI_{2,n}\) being selected.
n7 (int) – times of \(I_{2,n}\) being selected.
n8 (int) – times of \(I_{n}^{*}\) being selected.
- Returns:
poly with attribute
keyfor= (‘(n_1m*k1+n_2m*k2)^{-i_m},…,(n_11*k1+n_21*k2)^{-i_1}’, ‘e^{-(n1*k1+n2*k2)h}’,’h’, ‘v_{1,n-1}’,’theta1’,’sigma_v1’, ‘v_{2,n-1}’,’theta2’,’sigma_v2’).- Return type: