module
module
IndisputableMonolith.Foundation.SingularSubdivision
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used by (2)
depends on (1)
declarations in this module (114)
-
abbrev
AC -
def
asimplex -
lemma
lift_asimplex -
def
abnd -
lemma
abnd_asimplex -
def
acone -
lemma
acone_asimplex -
def
eps -
lemma
eps_asimplex -
lemma
cons_comp_succAbove_zero -
lemma
cons_comp_succAbove_succ -
theorem
abnd_comp_acone -
theorem
abnd_comp_acone_zero -
theorem
abnd_comp_abnd -
theorem
eps_comp_abnd -
def
asub -
lemma
asub_zero -
lemma
asub_asimplex -
theorem
abnd_comp_asub -
def
atee -
lemma
atee_zero -
lemma
atee_asimplex -
theorem
abnd_comp_atee_zero -
theorem
abnd_comp_atee -
def
asubIter -
lemma
asubIter_zero -
lemma
asubIter_succ -
theorem
abnd_comp_asubIter -
def
ateeIter -
lemma
ateeIter_zero -
lemma
ateeIter_succ -
lemma
asubIter_comp_asub -
theorem
abnd_comp_ateeIter -
def
amap -
lemma
amap_asimplex -
lemma
amap_comp_abnd -
lemma
amap_comp_acone -
theorem
amap_comp_asub -
theorem
amap_comp_atee -
def
affineMapFun -
lemma
affineMapFun_mem -
lemma
continuous_affineMapFun -
def
affineMap -
lemma
affineMap_apply_coe -
lemma
affineMap_vertex -
theorem
affineMap_comp -
def
idTuple -
lemma
affineMap_idTuple -
lemma
affineMap_comp_idTuple -
lemma
stdSimplex_map_eq_affineMap -
lemma
affineMap_comp_face -
def
sbary -
lemma
sbary_apply -
lemma
sbary_affineMap -
def
postComp -
def
simplexEquiv -
lemma
simplexEquiv_ -
lemma
simplexEquiv_map -
def
pushSimplex -
lemma
simplexEquiv_pushSimplex -
def
toChain -
lemma
toChain_asimplex -
lemma
pushSimplex_idTuple -
lemma
toChain_asimplex_idTuple -
lemma
toChain_comp_abnd -
lemma
toChain_comp_chainMap -
lemma
toChain_amap -
def
baryFn -
def
sdGen -
def
sdOp -
lemma
gen_sdOp -
def
tGen -
def
tOp -
lemma
gen_tOp -
lemma
gen_pushSimplex_comp_sdOp -
lemma
gen_pushSimplex_comp_tOp -
theorem
sdOp_comp_bnd -
theorem
sdOp_zero -
theorem
tOp_zero -
theorem
tOp_chain_homotopy_succ