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Leonardo de Moura 064ecd3e3d refactor(library/data/nat): declare lt and le asap using inductive definitions, and make key theorems transparent for definitional package 
We also define key theorems that will be used to generate the
automatically generated a well-founded subterm relation for inductive
datatypes.
We also prove decidability and wf theorems asap.
2014-11-22 00:19:39 -08:00
..
basic.lean refactor(library/data/nat): declare lt and le asap using inductive definitions, and make key theorems transparent for definitional package 2014-11-22 00:19:39 -08:00
decl.lean refactor(library/data/nat): declare lt and le asap using inductive definitions, and make key theorems transparent for definitional package 2014-11-22 00:19:39 -08:00
default.lean refactor(library/data/nat): declare lt and le asap using inductive definitions, and make key theorems transparent for definitional package 2014-11-22 00:19:39 -08:00
div.lean refactor(library/data/nat): declare lt and le asap using inductive definitions, and make key theorems transparent for definitional package 2014-11-22 00:19:39 -08:00
nat.md refactor(library): remove unnecessary 'standard' subdirectory 2014-08-23 18:08:09 -07:00
order.lean refactor(library/data/nat): declare lt and le asap using inductive definitions, and make key theorems transparent for definitional package 2014-11-22 00:19:39 -08:00
sub.lean refactor(library/data/nat): declare lt and le asap using inductive definitions, and make key theorems transparent for definitional package 2014-11-22 00:19:39 -08:00