FLINT3.7.0-dev

radix_integer_tdiv_qr, radix_integer_fdiv_qr, radix_integer_cdiv_qr, radix_integer_tdiv_q, radix_integer_fdiv_q, radix_integer_cdiv_q, radix_integer_tdiv_r, radix_integer_fdiv_r, radix_integer_cdiv_r

Synopsis#include <flint/radix.h>
void radix_integer_tdiv_qr(radix_integer_t q, radix_integer_t r, const radix_integer_t a, const radix_integer_t b, const radix_t radix)source
void radix_integer_fdiv_qr(radix_integer_t q, radix_integer_t r, const radix_integer_t a, const radix_integer_t b, const radix_t radix)source
void radix_integer_cdiv_qr(radix_integer_t q, radix_integer_t r, const radix_integer_t a, const radix_integer_t b, const radix_t radix)source
void radix_integer_tdiv_q(radix_integer_t q, const radix_integer_t a, const radix_integer_t b, const radix_t radix)source
void radix_integer_fdiv_q(radix_integer_t q, const radix_integer_t a, const radix_integer_t b, const radix_t radix)source
void radix_integer_cdiv_q(radix_integer_t q, const radix_integer_t a, const radix_integer_t b, const radix_t radix)source
void radix_integer_tdiv_r(radix_integer_t r, const radix_integer_t a, const radix_integer_t b, const radix_t radix)source
void radix_integer_fdiv_r(radix_integer_t r, const radix_integer_t a, const radix_integer_t b, const radix_t radix)source
void radix_integer_cdiv_r(radix_integer_t r, const radix_integer_t a, const radix_integer_t b, const radix_t radix)source

Division with remainder a = qb + r, where the quotient is rounded towards zero (tdiv), towards -\infty (fdiv) or towards +\infty (cdiv), as in GMP's mpz functions. b must be nonzero.

Cite this page

The FLINT team, “radix_integer_tdiv_qr, radix_integer_fdiv_qr, radix_integer_cdiv_qr, radix_integer_tdiv_q, radix_integer_fdiv_q, radix_integer_cdiv_q, radix_integer_tdiv_r, radix_integer_fdiv_r, radix_integer_cdiv_r (radix.h),” FLINT: Fast Library for Number Theory, documentation, version 3.7.0-dev, 2026. https://flintlib.org/doc/radix/radix_integer_tdiv_qr.html (generated 2026-10-20).