Added example.
git-svn-id: https://swig.svn.sourceforge.net/svnroot/swig/trunk@4603 626c5289-ae23-0410-ae9c-e8d60b6d4f22
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27
SWIG/Examples/ocaml/argout_ref/Makefile
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27
SWIG/Examples/ocaml/argout_ref/Makefile
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TOP = ../..
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SWIG = $(TOP)/../swig
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SRCS = example.c
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TARGET = example
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INTERFACE = example.i
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MLFILE = example.ml
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PROGFILE = example_prog.ml
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OBJS = example.o
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all:: static
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static::
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$(MAKE) -f $(TOP)/Makefile SRCS='$(SRCS)' SWIG='$(SWIG)' \
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TARGET='$(TARGET)' INTERFACE='$(INTERFACE)' MLFILE='$(MLFILE)' \
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PROGFILE='$(PROGFILE)' OBJS='$(OBJS)' \
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ocaml_static_cpp
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dynamic::
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$(MAKE) -f $(TOP)/Makefile SRCS='$(SRCS)' SWIG='$(SWIG)' \
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TARGET='$(TARGET)' INTERFACE='$(INTERFACE)' MLFILE='$(MLFILE)' \
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PROGFILE='$(PROGFILE)' OBJS='$(OBJS)' \
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ocaml_dynamic_cpp
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clean::
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$(MAKE) -f $(TOP)/Makefile MLFILE='$(MLFILE)' ocaml_clean
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check: all
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19
SWIG/Examples/ocaml/argout_ref/example.c
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SWIG/Examples/ocaml/argout_ref/example.c
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/* File : example.c */
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/* Compute the greatest common divisor of positive integers */
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int gcd(int x, int y) {
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int g;
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g = y;
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while (x > 0) {
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g = x;
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x = y % x;
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y = g;
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}
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return g;
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}
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extern "C" void factor( int &x, int &y ) {
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int gcd_xy = gcd( x,y );
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x /= gcd_xy;
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y /= gcd_xy;
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}
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4
SWIG/Examples/ocaml/argout_ref/example.i
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4
SWIG/Examples/ocaml/argout_ref/example.i
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/* File : example.i */
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%module example
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extern "C" void factor(int &x, int &y);
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16
SWIG/Examples/ocaml/argout_ref/example_prog.ml
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16
SWIG/Examples/ocaml/argout_ref/example_prog.ml
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(* example_prog.ml *)
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open Example
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exception BadReturn
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let x = int_of_string Sys.argv.(1)
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let y = int_of_string Sys.argv.(2)
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let (xf,yf) = match _factor (C_list [ C_int x ; C_int y ]) with
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C_list [ C_int a ; C_int b ] -> a,b
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| _ -> raise BadReturn
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let _ = print_endline
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("Factorization of " ^ (string_of_int x) ^
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" and " ^ (string_of_int y) ^
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" is " ^ (string_of_int xf) ^
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" and " ^ (string_of_int yf))
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