Getting rid of the use of deprecated elements (from the OCaml standard library).

git-svn-id: svn+ssh://scm.gforge.inria.fr/svn/coq/trunk@16882 85f007b7-540e-0410-9357-904b9bb8a0f7

1 files changed, 12 insertions, 12 deletions

diff --git a/plugins/micromega/sos.ml b/plugins/micromega/sos.ml
index 130f6bfd4..6816abb2f 100644
--- a/plugins/micromega/sos.ml
+++ b/plugins/micromega/sos.ml
@@ -200,11 +200,11 @@ let monomial_pow (m:monomial) k =
   else mapf (fun x -> k * x) m;;
 
 let monomial_divides (m1:monomial) (m2:monomial) =
-  foldl (fun a x k -> tryapplyd m2 x 0 >= k & a) true m1;;
+  foldl (fun a x k -> tryapplyd m2 x 0 >= k && a) true m1;;
 
 let monomial_div (m1:monomial) (m2:monomial) =
   let m = combine (+) (fun x -> x = 0) m1 (mapf (fun x -> -x) m2) in
-  if foldl (fun a x k -> k >= 0 & a) true m then m
+  if foldl (fun a x k -> k >= 0 && a) true m then m
   else failwith "monomial_div: non-divisible";;
 
 let monomial_degree x (m:monomial) = tryapplyd m x 0;;
@@ -226,7 +226,7 @@ let eval assig (p:poly) =
 
 let poly_0 = (undefined:poly);;
 
-let poly_isconst (p:poly) = foldl (fun a m c -> m = monomial_1 & a) true p;;
+let poly_isconst (p:poly) = foldl (fun a m c -> m = monomial_1 && a) true p;;
 
 let poly_var x = ((monomial_var x) |=> Int 1 :poly);;
 
@@ -282,14 +282,14 @@ let poly_variables (p:poly) =
 (* Order monomials for human presentation.                                   *)
 (* ------------------------------------------------------------------------- *)
 
-let humanorder_varpow (x1,k1) (x2,k2) = x1 < x2 or x1 = x2 & k1 > k2;;
+let humanorder_varpow (x1,k1) (x2,k2) = x1 < x2 || x1 = x2 && k1 > k2;;
 
 let humanorder_monomial =
   let rec ord l1 l2 = match (l1,l2) with
     _,[] -> true
   | [],_ -> false
-  | h1::t1,h2::t2 -> humanorder_varpow h1 h2 or h1 = h2 & ord t1 t2 in
-  fun m1 m2 -> m1 = m2 or
+  | h1::t1,h2::t2 -> humanorder_varpow h1 h2 || h1 = h2 && ord t1 t2 in
+  fun m1 m2 -> m1 = m2 ||
                ord (sort humanorder_varpow (graph m1))
                    (sort humanorder_varpow (graph m2));;
 
@@ -602,7 +602,7 @@ let run_csdp dbg obj mats =
 
 let csdp obj mats =
   let rv,res = run_csdp (!debugging) obj mats in
-  (if rv = 1 or rv = 2 then failwith "csdp: Problem is infeasible"
+  (if rv = 1 || rv = 2 then failwith "csdp: Problem is infeasible"
    else if rv = 3 then ()
     (* Format.print_string "csdp warning: Reduced accuracy";
      Format.print_newline() *)
@@ -653,7 +653,7 @@ let linear_program_basic a =
   let mats =  List.map (fun j -> diagonal (column j a)) (1--n)
   and obj = vector_const (Int 1) m in
   let rv,res = run_csdp false obj mats in
-  if rv = 1 or rv = 2 then false
+  if rv = 1 || rv = 2 then false
   else if rv = 0 then true
   else failwith "linear_program: An error occurred in the SDP solver";;
 
@@ -667,7 +667,7 @@ let linear_program a b =
   let mats = diagonal b :: List.map (fun j -> diagonal (column j a)) (1--n)
   and obj = vector_const (Int 1) m in
   let rv,res = run_csdp false obj mats in
-  if rv = 1 or rv = 2 then false
+  if rv = 1 || rv = 2 then false
   else if rv = 0 then true
   else failwith "linear_program: An error occurred in the SDP solver";;
 
@@ -968,7 +968,7 @@ let run_csdp dbg nblocks blocksizes obj mats =
 
 let csdp nblocks blocksizes obj mats =
   let rv,res = run_csdp (!debugging) nblocks blocksizes obj mats in
-  (if rv = 1 or rv = 2 then failwith "csdp: Problem is infeasible"
+  (if rv = 1 || rv = 2 then failwith "csdp: Problem is infeasible"
    else if rv = 3 then ()
     (*Format.print_string "csdp warning: Reduced accuracy";
      Format.print_newline() *)
@@ -1052,7 +1052,7 @@ let real_positivnullstellensatz_general linf d eqs leqs pol =
                                 ((b,j,i) |-> c) (((b,i,j) |-> c) m))
           undefined allassig in
   let diagents = foldl
-    (fun a (b,i,j) e -> if b > 0 & i = j then equation_add e a else a)
+    (fun a (b,i,j) e -> if b > 0 && i = j then equation_add e a else a)
     undefined allassig in
   let mats = List.map mk_matrix qvars
   and obj = List.length pvs,
@@ -1439,7 +1439,7 @@ let run_csdp dbg obj mats =
 
 let csdp obj mats =
   let rv,res = run_csdp (!debugging) obj mats in
-  (if rv = 1 or rv = 2 then failwith "csdp: Problem is infeasible"
+  (if rv = 1 || rv = 2 then failwith "csdp: Problem is infeasible"
     else if rv = 3 then ()
 (*    (Format.print_string "csdp warning: Reduced accuracy";
      Format.print_newline()) *)