Added functions to factorize a value and to create the lcm of two factorized

numbers.


git-svn-id: svn://svn.cc65.org/cc65/trunk@5322 b7a2c559-68d2-44c3-8de9-860c34a00d81
This commit is contained in:
uz
2011-12-27 12:58:15 +00:00
parent 9b1ff636c5
commit f1c2684c5b
4 changed files with 218 additions and 10 deletions

View File

@@ -43,23 +43,49 @@
/*****************************************************************************/
/* Data */
/*****************************************************************************/
/* The C file contains a list of primes up to 256, so we can factorize numbers
* up to 0x10000 or somewhat more. The FactorizedNumber structure below
* contains the powers of the primes from the prime table. The size of the
* table (= the number of primes contained therein) is the constant below.
*/
#define PRIME_COUNT 54
/* A number together with its prime factors */
typedef struct FactorizedNumber FactorizedNumber;
struct FactorizedNumber {
unsigned long Value; /* The actual number */
unsigned char Powers[PRIME_COUNT]; /* Powers of the factors */
};
/*****************************************************************************/
/* Code */
/*****************************************************************************/
#if defined(HAVE_INLINE)
INLINE unsigned long AlignAddr (unsigned long Addr, unsigned long Alignment)
void Factorize (unsigned long Value, FactorizedNumber* F);
/* Factorize a value between 1 and 0x10000. */
FactorizedNumber* LCM (const FactorizedNumber* Left,
const FactorizedNumber* Right,
FactorizedNumber* Res);
/* Calculate the least common multiple of two factorized numbers and return
* the result.
*/
unsigned long AlignAddr (unsigned long Addr, unsigned long Alignment);
/* Align an address to the given alignment */
{
return ((Addr + Alignment - 1) / Alignment) * Alignment;
}
#else
/* Beware: Evaluates the argument more than once! */
# define AlignAddr(Addr, Alignment) \
((((Addr) + (Alignment) - 1) / (Alignment)) * (Alignment))
#endif