The function, which is refered to as 'Outputs clients', here EPhiTPhi,is:
def get_EPhi(self, lengthscale_trf, lengthscale_p_trf, sf_trf, S, MU,
SIGMA_trf, U, b, N, M):
# lengthscale_trf # Q
# lengthscale_p_trf # Q
# sf_trf # 1
# S # M x Q
# MU # N x Q
# SIGMA_trf # N x Q
# U # M x Q
# b # M
# N # 1
# M # 1
inv_lengthscale_p_trf, inv_lengthscale_trf = 2 * np.pi *
lengthscale_p_trf**-1, lengthscale_trf**-1
S_hat = inv_lengthscale_trf * S + inv_lengthscale_p_trf # N x Q
EPhi = (2 * sf_trf/M)**0.5 * T.exp(-0.5 * ((S_hat**2)[None,:, :] *
SIGMA_trf[:, None, :]).sum(2)) * T.cos((S_hat[None,:, :] * (MU[:, None, :] -
U[None, :, :])).sum(2) + b) # N x M
S_hat_U_b = (S_hat * U).sum(1)[:,None] + b # M x M
big_sum_minus = S_hat_U_b - S_hat_U_b.T # M x M
big_sum_plus = S_hat_U_b + S_hat_U_b.T # M x M
S_hat_minus = S_hat[None,:,:] - S_hat[:,None,:] # M x M x Q
S_hat_plus = S_hat[None,:,:] + S_hat[:,None,:] # M x M x Q
EPhiTPhi = (sf_trf/M) * (T.exp(-0.5 * ((S_hat_minus**2)[ :, :,None,
:] * SIGMA_trf[None,None, :, :]).sum(3)) * T.cos((S_hat_minus[ :, :,None, :]
* (MU[None,None, :, :] - U[:,None,None, :])).sum(3) + big_sum_minus[ :, :,
None]) + T.exp(-0.5 * ((S_hat_plus**2)[ :, :,None, :] * SIGMA_trf[None,None,
:, :]).sum(3)) * T.cos((S_hat_plus[ :, :,None, :] * (MU[None,None, :, :] - U
[:,None,None, :])).sum(3) + big_sum_plus[ :, :,None])).sum(2) # M x M
return EPhi, EPhiTPhi
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