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authorStefano Sabatini <stefasab@gmail.com>2013-01-23 03:02:36 +0400
committerStefano Sabatini <stefasab@gmail.com>2013-01-24 15:19:01 +0400
commit2ed0803c6c994c540bdf0849473e1baaad6af511 (patch)
tree13abbc72c1972a8aeb0788d7262bf78f6bb4c1b6 /libavutil/eval.c
parent056664ff25c674e2bb5c448d4cd646a09fc87607 (diff)
lavu/eval: extend if/ifnot functions to accept a third parameter
Add support to an if/else construct, simplify logic in expressions.
Diffstat (limited to 'libavutil/eval.c')
-rw-r--r--libavutil/eval.c12
1 files changed, 10 insertions, 2 deletions
diff --git a/libavutil/eval.c b/libavutil/eval.c
index 6ea7504ff1..22b491fef3 100644
--- a/libavutil/eval.c
+++ b/libavutil/eval.c
@@ -180,8 +180,10 @@ static double eval_expr(Parser *p, AVExpr *e)
case e_trunc: return e->value * trunc(eval_expr(p, e->param[0]));
case e_sqrt: return e->value * sqrt (eval_expr(p, e->param[0]));
case e_not: return e->value * (eval_expr(p, e->param[0]) == 0);
- case e_if: return e->value * ( eval_expr(p, e->param[0]) ? eval_expr(p, e->param[1]) : 0);
- case e_ifnot: return e->value * (!eval_expr(p, e->param[0]) ? eval_expr(p, e->param[1]) : 0);
+ case e_if: return e->value * (eval_expr(p, e->param[0]) ? eval_expr(p, e->param[1]) :
+ e->param[2] ? eval_expr(p, e->param[2]) : 0);
+ case e_ifnot: return e->value * (!eval_expr(p, e->param[0]) ? eval_expr(p, e->param[1]) :
+ e->param[2] ? eval_expr(p, e->param[2]) : 0);
case e_random:{
int idx= av_clip(eval_expr(p, e->param[0]), 0, VARS-1);
uint64_t r= isnan(p->var[idx]) ? 0 : p->var[idx];
@@ -599,6 +601,8 @@ static int verify_expr(AVExpr *e)
case e_not:
case e_random:
return verify_expr(e->param[0]) && !e->param[1];
+ case e_if:
+ case e_ifnot:
case e_taylor:
return verify_expr(e->param[0]) && verify_expr(e->param[1])
&& (!e->param[2] || verify_expr(e->param[2]));
@@ -777,8 +781,12 @@ int main(int argc, char **argv)
"PI^1.23",
"pow(-1,1.23)",
"if(1, 2)",
+ "if(1, 1, 2)",
+ "if(0, 1, 2)",
"ifnot(0, 23)",
"ifnot(1, NaN) + if(0, 1)",
+ "ifnot(1, 1, 2)",
+ "ifnot(0, 1, 2)",
"taylor(1, 1)",
"taylor(eq(mod(ld(1),4),1)-eq(mod(ld(1),4),3), PI/2, 1)",
"root(sin(ld(0))-1, 2)",