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5151### Generalized
5252
53+ - in ` derive.v ` :
54+ + ` derive_cst ` , ` derive1_cst `
55+
5356### Deprecated
5457
5558### Removed
Original file line number Diff line number Diff line change @@ -1241,7 +1241,7 @@ move=> dfx; apply: DeriveDef; first exact: derivableZ.
12411241by rewrite deriveZ // derive_val.
12421242Qed .
12431243
1244- Lemma derive_cst (k : R ) (x v : V) : 'D_v (cst k) x = 0.
1244+ Lemma derive_cst (k : W ) (x v : V) : 'D_v (cst k) x = 0.
12451245Proof . by rewrite derive_val. Qed .
12461246
12471247End Derive_lemmasVW.
@@ -1389,7 +1389,8 @@ Lemma is_derive_shift {R : numFieldType} x v (k : R) :
13891389 is_derive x v (shift k) v.
13901390Proof . by apply: DeriveDef => //; rewrite derive_val addr0. Qed .
13911391
1392- Lemma derive1_cst {R : numFieldType} (k : R) t : (cst k)^`() t = 0.
1392+ Lemma derive1_cst {R : numFieldType} (V : normedModType R) (k : V) t :
1393+ (cst k)^`() t = 0.
13931394Proof . by rewrite derive1E derive_cst. Qed .
13941395
13951396Lemma derive1Mr {R : numFieldType} (f : R -> R) (x r : R) :
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