Define shorthand EqDecision A := (∀ x y : A, Decision (x = y)).
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- theories/base.v 3 additions, 3 deletionstheories/base.v
- theories/bset.v 3 additions, 4 deletionstheories/bset.v
- theories/coPset.v 1 addition, 1 deletiontheories/coPset.v
- theories/countable.v 3 additions, 3 deletionstheories/countable.v
- theories/decidable.v 9 additions, 9 deletionstheories/decidable.v
- theories/fin_map_dom.v 1 addition, 1 deletiontheories/fin_map_dom.v
- theories/fin_maps.v 1 addition, 1 deletiontheories/fin_maps.v
- theories/finite.v 3 additions, 3 deletionstheories/finite.v
- theories/functions.v 2 additions, 2 deletionstheories/functions.v
- theories/gmap.v 2 additions, 3 deletionstheories/gmap.v
- theories/hashset.v 2 additions, 2 deletionstheories/hashset.v
- theories/list.v 18 additions, 18 deletionstheories/list.v
- theories/listset.v 1 addition, 1 deletiontheories/listset.v
- theories/listset_nodup.v 1 addition, 1 deletiontheories/listset_nodup.v
- theories/mapset.v 4 additions, 4 deletionstheories/mapset.v
- theories/natmap.v 1 addition, 2 deletionstheories/natmap.v
- theories/nmap.v 3 additions, 4 deletionstheories/nmap.v
- theories/numbers.v 10 additions, 10 deletionstheories/numbers.v
- theories/option.v 3 additions, 4 deletionstheories/option.v
- theories/orders.v 2 additions, 3 deletionstheories/orders.v
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