define math comp predicates as C functions
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@ -316,24 +316,6 @@
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pivot
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(loop (if (> x (car rest)) x (car rest)) (cdr rest)))))
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;;; so ugly code, must rewrite everything as soon as possible...
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(define-macro (define-transitive-predicate op)
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`(define (,op . args)
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(call/cc
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(lambda (exit)
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(do ((val (car args))
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(nums (cdr args) (cdr nums)))
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((pair? nums) #t)
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(if (,op val (car nums))
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(set! val (car nums))
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(exit #f)))))))
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(define-transitive-predicate =)
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(define-transitive-predicate <)
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(define-transitive-predicate >)
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(define-transitive-predicate <=)
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(define-transitive-predicate >=)
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(define (floor/ n m)
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(values (floor-quotient n m)
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(floor-remainder n m)))
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39
src/number.c
39
src/number.c
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@ -79,6 +79,40 @@ pic_number_nan_p(pic_state *pic)
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return pic_false_value();
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}
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#define DEFINE_MATH_PRED(op, name) \
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static pic_value \
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pic_number_##name(pic_state *pic) \
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{ \
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int argc, i; \
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pic_value *argv; \
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double f,g; \
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\
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pic_get_args(pic, "ff*", &f, &g, &argc, &argv); \
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\
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if (! (f op g)) \
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return pic_false_value(); \
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\
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for (i = 0; i < argc; ++i) { \
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if (pic_float_p(argv[i])) \
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g = pic_float(argv[i]); \
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else if (pic_int_p(argv[i])) \
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g = pic_int(argv[i]); \
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else \
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pic_error(pic, #op ": number required"); \
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\
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if (! (f op g)) \
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return pic_false_value(); \
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} \
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\
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return pic_true_value(); \
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}
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DEFINE_MATH_PRED(=, eq)
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DEFINE_MATH_PRED(<, lt)
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DEFINE_MATH_PRED(>, gt)
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DEFINE_MATH_PRED(<=, le)
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DEFINE_MATH_PRED(>=, ge)
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static pic_value
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pic_number_abs(pic_state *pic)
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{
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@ -399,6 +433,11 @@ pic_init_number(pic_state *pic)
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pic_defun(pic, "nan?", pic_number_nan_p);
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pic_gc_arena_restore(pic, ai);
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pic_defun(pic, "=", pic_number_eq);
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pic_defun(pic, "<", pic_number_lt);
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pic_defun(pic, ">", pic_number_gt);
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pic_defun(pic, "<=", pic_number_le);
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pic_defun(pic, ">=", pic_number_ge);
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pic_defun(pic, "abs", pic_number_abs);
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pic_defun(pic, "floor-quotient", pic_number_floor_quotient);
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