OAI/Analysis/ProductSpaces/ClosedTails.lean
10 declarations, 0 contain sorry, 0 declared as axioms
- lemma
OAI.IndependentProducts.path_generator_set_eqline 14 - lemma
OAI.IndependentProducts.dense_pathVector_spanline 25 - def
OAI.IndependentProducts.FiniteHead.headSpanline 46 - instance
OAI.IndependentProducts.FiniteHead.headSpan_finiteDimensionalline 49 - def
OAI.IndependentProducts.FiniteHead.relativeVectorline 53Source documentation
Relative tail products, algebraically equal to sums of outside-head jumps.
def relativeVector (v : Vertex) : productSpan μ := …
Mentions: OAI.IndependentProducts.Vertex, OAI.IndependentProducts.productSpan
- def
OAI.IndependentProducts.FiniteHead.tailAlgebraicline 56 - def
OAI.IndependentProducts.FiniteHead.tailSpaceline 59 - lemma
OAI.IndependentProducts.FiniteHead.relativeVector_memline 61 - lemma
OAI.IndependentProducts.FiniteHead.headSpan_sup_tailSpaceline 66 - lemma
OAI.IndependentProducts.FiniteHead.tailSpace_cofiniteline 89