]> matita.cs.unibo.it Git - helm.git/blob - helm/software/matita/contribs/dama/dama/depends
general reorganization and first (unconditional) proof of lebesgue over naturals
[helm.git] / helm / software / matita / contribs / dama / dama / depends
1 sandwich.ma ordered_uniform.ma
2 property_sigma.ma ordered_uniform.ma russell_support.ma
3 uniform.ma supremum.ma
4 bishop_set.ma ordered_set.ma
5 sequence.ma nat/nat.ma
6 ordered_uniform.ma uniform.ma
7 supremum.ma datatypes/constructors.ma nat/plus.ma nat_ordered_set.ma sequence.ma
8 property_exhaustivity.ma ordered_uniform.ma property_sigma.ma
9 bishop_set_rewrite.ma bishop_set.ma
10 cprop_connectives.ma logic/equality.ma
11 nat_ordered_set.ma bishop_set.ma nat/compare.ma
12 lebesgue.ma property_exhaustivity.ma sandwich.ma
13 ordered_set.ma cprop_connectives.ma
14 russell_support.ma cprop_connectives.ma nat/nat.ma
15 models/nat_lebesgue.ma lebesgue.ma models/nat_order_continuous.ma
16 models/nat_ordered_uniform.ma bishop_set_rewrite.ma models/nat_uniform.ma ordered_uniform.ma
17 models/discrete_uniformity.ma bishop_set_rewrite.ma uniform.ma
18 models/nat_uniform.ma models/discrete_uniformity.ma nat_ordered_set.ma
19 models/nat_dedekind_sigma_complete.ma models/nat_uniform.ma nat/le_arith.ma russell_support.ma supremum.ma
20 models/nat_order_continuous.ma models/nat_dedekind_sigma_complete.ma models/nat_ordered_uniform.ma
21 datatypes/constructors.ma 
22 logic/equality.ma 
23 nat/compare.ma 
24 nat/le_arith.ma 
25 nat/nat.ma 
26 nat/plus.ma