diff options
| author | Reynald Affeldt | 2020-06-04 19:25:53 +0900 |
|---|---|---|
| committer | Reynald Affeldt | 2020-06-04 19:25:53 +0900 |
| commit | 0a999b90fb9517849b70a8bb28895b0e905af2b4 (patch) | |
| tree | 4633c0eb7c02e8c58e93093c9196247addf9d915 /CONTRIBUTING.md | |
| parent | e5165bd0bb3ba31c7ecc95f99e1c43353feca987 (diff) | |
fix naming
Diffstat (limited to 'CONTRIBUTING.md')
| -rw-r--r-- | CONTRIBUTING.md | 10 |
1 files changed, 7 insertions, 3 deletions
diff --git a/CONTRIBUTING.md b/CONTRIBUTING.md index 6313d01..ea5d631 100644 --- a/CONTRIBUTING.md +++ b/CONTRIBUTING.md @@ -124,7 +124,9 @@ Abbreviations are in the header of the file which introduces them. We list here - `g` -- a group argument. - `I` -- left/right injectivity, as in `addbI : right_injective addb.` -- alternatively predicate or set intersection, as in `predI.` - - `l` -- the left-hand of an operation, as in `andb_orl : left_distributive andb orb.` + - `l` -- the left-hand of an operation, as in + + `andb_orl : left_distributive andb orb.` + + `ltr_norml x y : (`|x| < y) = (- y < x < y).` - `L` -- the left-hand of a relation, as in `ltn_subrL : n - m < n = (0 < m) && (0 < n).` - `LR` -- moving an operator from the left-hand to the right-hand of an relation, as in `leq_subLR : (m - n <= p) = (m <= n + p).` - `N` or `n` -- boolean negation, as in `andbN : a && (~~ a) = false.` @@ -132,8 +134,10 @@ Abbreviations are in the header of the file which introduces them. We list here - `N` -- alternatively ring negation, as in `mulNr : (- x) * y = - (x * y).` - `P` -- a characteristic property, often a reflection lemma, as in `andP : reflect (a /\ b) (a && b)`. - - `r` -- a right-hand operation, as `orb_andr : right_distributive orb andb.` - -- alternatively, it is a ring argument. + - `r` -- a right-hand operation, as in + + `orb_andr : right_distributive orb andb.` + + `ler_normr x y : (x <= `|y|) = (x <= y) || (x <= - y).` + + alternatively, it is a ring argument. - `R` -- the right-hand of a relation, as in `ltn_subrR : n < n - m = false`. - `RL` -- moving an operator from the right-hand to the left-hand of an relation, as in `ltn_subRL : (n < p - m) = (m + n < p).` - `T` or `t` -- boolean truth, as in `andbT: right_id true andb.` |
