Changes between Version 21 and Version 22 of FlonumsCowan


Ignore:
Timestamp:
09/16/16 16:59:39 (12 months ago)
Author:
cowan
Comment:

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  • FlonumsCowan

    v21 v22  
    116116`(make-flonum `''x n''`)` 
    117117 
    118 Returns the flonum (fl* x (expt 2 n)), where ''n'' is a non-negative integer with an implementation-dependent maximum value.  (C99 `ldexp`) 
     118Returns the flonum `(fl* x (expt 2 n))`, where ''n'' is a non-negative integer with an implementation-dependent maximum value.  (C99 `ldexp`) 
    119119 
    120120`(make-binary-flonum `''x n''`)` 
    121121 
    122 Returns the flonum (fl* x (expt fl-radix n)), where ''n'' is a non-negative integer with an implementation-dependent maximum value.  (C99 `scalbn`) 
     122Returns the flonum `(fl* x (expt fl-radix n))`, where ''n'' is a non-negative integer with an implementation-dependent maximum value.  (C99 `scalbn`) 
    123123 
    124124=== Accessors === 
     
    292292`(flhypot `''x y''`)` 
    293293 
    294 Returns `(flsqrt (+ (flsquare x) (flsquare y))). 
     294Returns `(flsqrt (+ (flsquare x) (flsquare y)))`. 
    295295 
    296296`(flexpt `''x y''`)` 
    297297 
    298 Returns ''x'' raised to the power ''y'' 
    299 if ''x'' is non-negative or ''y'' is an integral flonum.  If ''x'' is 
    300 negative and ''y'' is not an integer, the result may be a 
    301 NaN, or may be some unspecified flonum.  If ''x'' is zero, then 
     298Returns ''x'' raised to the power ''y''.  If ''x'' is zero, then 
    302299the result is zero. 
    303300