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some gradient tidying and a small correction in the natural gradients
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1 changed files with 4 additions and 6 deletions
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@ -61,12 +61,10 @@ class uncollapsed_sparse_GP(sparse_GP_regression):
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self.dL_dpsi2 = 0.5 * self.beta * self.D * (self.Kmmi - mdot(self.Kmmi,self.q_u_expectation[1],self.Kmmi))
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self.dL_dpsi2 = 0.5 * self.beta * self.D * (self.Kmmi - mdot(self.Kmmi,self.q_u_expectation[1],self.Kmmi))
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# Compute dL_dKmm
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# Compute dL_dKmm
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tmp = 0.5*self.beta*mdot(self.psi2,self.Kmmi,self.q_u_expectation[1])
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tmp = self.beta*mdot(self.psi2,self.Kmmi,self.q_u_expectation[1]) -np.dot(self.q_u_expectation[0],self.psi1V.T)
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tmp += tmp.T
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tmp += tmp.T
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tmp += 0.5*self.D*(-self.beta*self.psi2 - self.Kmm + self.q_u_expectation[1])
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tmp += self.D*(-self.beta*self.psi2 - self.Kmm + self.q_u_expectation[1])
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tmptmp = - 0.5*np.dot(self.q_u_expectation[0],self.psi1V.T)
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self.dL_dKmm = 0.5*mdot(self.Kmmi,tmp,self.Kmmi)
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tmp += tmptmp + tmptmp.T
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self.dL_dKmm = mdot(self.Kmmi,tmp,self.Kmmi)
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def log_likelihood(self):
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def log_likelihood(self):
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"""
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"""
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@ -127,7 +125,7 @@ class uncollapsed_sparse_GP(sparse_GP_regression):
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Note that the natural gradient in either is given by the gradient in the other (See Hensman et al 2012 Fast Variational inference in the conjugate exponential Family)
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Note that the natural gradient in either is given by the gradient in the other (See Hensman et al 2012 Fast Variational inference in the conjugate exponential Family)
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"""
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"""
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dL_dmmT_S = -0.5*self.Lambda+self.q_u_canonical[1]
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dL_dmmT_S = -0.5*self.Lambda-self.q_u_canonical[1]
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dL_dm = np.dot(self.Kmmi,self.psi1V) - self.q_u_canonical[0]
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dL_dm = np.dot(self.Kmmi,self.psi1V) - self.q_u_canonical[0]
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#dL_dSim =
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#dL_dSim =
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