OAI/Analysis/Steinitz/GaussianProcess.lean
22 declarations, 0 contain sorry, 0 declared as axioms
Stationary Gaussian autoregressive rows and covariance identities.
- def
OAI.GaussianAR.rowline 13 - lemma
OAI.GaussianAR.row_supportline 17 - lemma
OAI.GaussianAR.row_initialline 22 - lemma
OAI.GaussianAR.row_diagline 27 - lemma
OAI.GaussianAR.row_dot_stepline 30 - lemma
OAI.GaussianAR.row_normline 39 - lemma
OAI.GaussianAR.row_covarianceline 59 - lemma
OAI.GaussianAR.row_norm_finline 74 - lemma
OAI.GaussianAR.row_covariance_finline 79 - lemma
OAI.GaussianAR.one_sub_pow_leline 84 - lemma
OAI.GaussianTail.trace_covarianceline 103 - lemma
OAI.GaussianTail.squareMass_mul_covarianceline 106 - lemma
OAI.GaussianTail.squareMass_add_leline 112 - lemma
OAI.GaussianTail.squareMass_negline 122 - def
OAI.GaussianAR.evaluationline 130 - lemma
OAI.GaussianAR.evaluation_mul_transposeline 133 - lemma
OAI.GaussianAR.evaluation_coisometryline 150 - lemma
OAI.GaussianAR.evaluation_cross_symmetricline 156 - lemma
OAI.GaussianAR.evaluation_difference_covarianceline 169 - lemma
OAI.GaussianAR.squareMass_evaluationline 181 - lemma
OAI.GaussianAR.trace_weighted_squareline 186 - lemma
OAI.GaussianAR.squareMass_time_leline 196