OAI/Probability/IsingPerceptron/EnrichedGGFinite.lean
18 declarations, 0 contain sorry, 0 declared as axioms
Enriched G G Finite.
- def
OAI.IsingPerceptron.enrichedMonomialResidualline 16 - lemma
OAI.IsingPerceptron.enrichedMonomialResidual_boundline 28 - def
OAI.IsingPerceptron.enrichedPerturbationObjectiveline 67 - lemma
OAI.IsingPerceptron.enriched_minimum_coordinateline 73 - def
OAI.IsingPerceptron.newReplicaEmbeddingline 114 - lemma
OAI.IsingPerceptron.newReplicaEmbedding_injectiveline 117 - lemma
OAI.IsingPerceptron.sum_nonzero_permutationline 140 - lemma
OAI.IsingPerceptron.jointEntry_monomial_leline 147 - def
OAI.IsingPerceptron.monomialPairline 155 - lemma
OAI.IsingPerceptron.abs_monomialPair_le_oneline 158 - def
OAI.IsingPerceptron.finiteJointBlockline 161 - def
OAI.IsingPerceptron.permutedBlockTestline 164 - lemma
OAI.IsingPerceptron.enrichedArrayLawTest_integralline 168 - lemma
OAI.IsingPerceptron.permutedBlockTest_embeddingline 185 - lemma
OAI.IsingPerceptron.enrichedArrayLaw_residualline 194 - lemma
OAI.IsingPerceptron.jointMonomialResidual_zeroline 288 - lemma
OAI.IsingPerceptron.enrichedArrayLaw_residual_boundline 297 - theorem
OAI.IsingPerceptron.enriched_minimizers_jointGGline 327