FAUST compiler  0.9.9.6b8
sqrtprim.cpp
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00001 #include "xtended.hh"
00002 #include "Text.hh"
00003 #include <math.h>
00004 
00005 #include "floats.hh"
00006 
00007 
00008 class SqrtPrim : public xtended
00009 {
00010 
00011  public:
00012  
00013     SqrtPrim() : xtended("sqrt") {}
00014     
00015     virtual unsigned int arity () { return 1; }
00016     
00017     virtual bool    needCache ()    { return true; }
00018     
00019     virtual Type    infereSigType (const vector<Type>& args)
00020     {
00021         assert (args.size() == 1);
00022         Type        t = args[0];
00023         interval    i = t->getInterval();
00024         if (i.valid && i.lo >=0) {
00025             return castInterval(floatCast(t), interval(sqrt(i.lo), sqrt(i.hi)));
00026         } else {
00027             return castInterval(floatCast(t), interval());
00028         }
00029     }
00030     
00031     virtual void    sigVisit (Tree sig, sigvisitor* visitor) {} 
00032     
00033     virtual int infereSigOrder (const vector<int>& args) {
00034         return args[0];
00035     }
00036 
00037     
00038     virtual Tree    computeSigOutput (const vector<Tree>& args) {
00039         // verifier les simplifications
00040         num n;
00041         if (isNum(args[0],n)) {
00042             return tree(sqrt(double(n)));
00043         } else {
00044             return tree(symbol(), args[0]);
00045         }
00046     }
00047         
00048     virtual string  generateCode (Klass* klass, const vector<string>& args, const vector<Type>& types)
00049     {
00050         assert (args.size() == arity());
00051         assert (types.size() == arity());
00052         
00053         return subst("sqrt$1($0)", args[0], isuffix());
00054     }
00055     
00056     virtual string  generateLateq (Lateq* lateq, const vector<string>& args, const vector<Type>& types)
00057     {
00058         assert (args.size() == arity());
00059         assert (types.size() == arity());
00060         
00061         return subst("\\sqrt{$0}", args[0]);
00062     }
00063     
00064 };
00065 
00066 
00067 xtended* gSqrtPrim = new SqrtPrim();
00068 
00069