gr_series_mod_sqrt, gr_series_mod_rsqrt, gr_series_mod_exp, gr_series_mod_log, gr_series_mod_sin, gr_series_mod_cos, gr_series_mod_sin_pi, gr_series_mod_cos_pi, gr_series_mod_sin_cos, gr_series_mod_sin_cos_pi, gr_series_mod_tan, gr_series_mod_tanh, gr_series_mod_cot, gr_series_mod_coth, gr_series_mod_tan_pi, gr_series_mod_cot_pi, gr_series_mod_asin, gr_series_mod_acos, gr_series_mod_atan, gr_series_mod_asinh, gr_series_mod_acosh, gr_series_mod_atanh
#include <flint/gr_series.h>Elementary functions modulo x^n, computed with the corresponding gr_poly series functions (Elementary functions of power series). The value at the constant term must exist in the base ring, and the coefficients involve divisions by small integers, so these functions fail in small positive characteristic.
The FLINT team, “gr_series_mod_sqrt, gr_series_mod_rsqrt, gr_series_mod_exp, gr_series_mod_log, gr_series_mod_sin, gr_series_mod_cos, gr_series_mod_sin_pi, gr_series_mod_cos_pi, gr_series_mod_sin_cos, gr_series_mod_sin_cos_pi, gr_series_mod_tan, gr_series_mod_tanh, gr_series_mod_cot, gr_series_mod_coth, gr_series_mod_tan_pi, gr_series_mod_cot_pi, gr_series_mod_asin, gr_series_mod_acos, gr_series_mod_atan, gr_series_mod_asinh, gr_series_mod_acosh, gr_series_mod_atanh (gr_series.h),” FLINT: Fast Library for Number Theory, documentation, version 3.7.0-dev, 2026. https://flintlib.org/doc/gr_series/gr_series_mod_sqrt.html (generated 2026-10-20).
@misc{flint-doc-gr-series-gr-series-mod-sqrt,
author = {{The FLINT team}},
title = {{gr\_series\_mod\_sqrt, gr\_series\_mod\_rsqrt, gr\_series\_mod\_exp, gr\_series\_mod\_log, gr\_series\_mod\_sin, gr\_series\_mod\_cos, gr\_series\_mod\_sin\_pi, gr\_series\_mod\_cos\_pi, gr\_series\_mod\_sin\_cos, gr\_series\_mod\_sin\_cos\_pi, gr\_series\_mod\_tan, gr\_series\_mod\_tanh, gr\_series\_mod\_cot, gr\_series\_mod\_coth, gr\_series\_mod\_tan\_pi, gr\_series\_mod\_cot\_pi, gr\_series\_mod\_asin, gr\_series\_mod\_acos, gr\_series\_mod\_atan, gr\_series\_mod\_asinh, gr\_series\_mod\_acosh, gr\_series\_mod\_atanh (gr\_series.h)}},
howpublished = {FLINT: Fast Library for Number Theory, documentation, version 3.7.0-dev},
year = {2026},
url = {https://flintlib.org/doc/gr_series/gr_series_mod_sqrt.html},
note = {Generated 2026-10-20}
}