#ifdef T
#include "templates.h"
void
_TEMPLATE(T, poly_sqrt_series)(TEMPLATE(T, struct) * g, const TEMPLATE(T, struct) * h, slong n, TEMPLATE(T, ctx_t) ctx)
{
TEMPLATE(T, struct) * t = _TEMPLATE(T, vec_init)(n, ctx);
_TEMPLATE(T, poly_invsqrt_series)(t, h, n, ctx);
_TEMPLATE(T, poly_mullow)(g, t, n, h, n, n, ctx);
_TEMPLATE(T, vec_clear)(t, n, ctx);
}
void
TEMPLATE(T, poly_sqrt_series)(TEMPLATE(T, poly_t) g, const TEMPLATE(T, poly_t) h, slong n, TEMPLATE(T, ctx_t) ctx)
{
TEMPLATE(T, struct) * g_coeffs;
TEMPLATE(T, struct) * h_coeffs;
TEMPLATE(T, poly_t) t1;
slong hlen;
hlen = h->length;
if (n == 0)
{
flint_throw(FLINT_DIVZERO, "Exception (fq_poly_sqrt_series). Division by zero.\n");
}
if (h->length == 0 || !TEMPLATE(T, is_one)(h->coeffs + 0, ctx))
{
flint_throw(FLINT_ERROR, "Exception (fq_poly_sqrt_series). Requires constant term 1.\n");
}
if (hlen < n)
{
h_coeffs = _TEMPLATE(T, vec_init)(n, ctx);
_TEMPLATE(T, vec_set)(h_coeffs, h->coeffs, hlen, ctx);
}
else
h_coeffs = h->coeffs;
if (h == g && hlen >= n)
{
TEMPLATE(T, poly_init2)(t1, n, ctx);
g_coeffs = t1->coeffs;
}
else
{
TEMPLATE(T, poly_fit_length)(g, n, ctx);
g_coeffs = g->coeffs;
}
_TEMPLATE(T, poly_sqrt_series)(g_coeffs, h_coeffs, n, ctx);
if (h == g && hlen >= n)
{
TEMPLATE(T, poly_swap)(g, t1, ctx);
TEMPLATE(T, poly_clear)(t1, ctx);
}
g->length = n;
if (hlen < n)
_TEMPLATE(T, vec_clear)(h_coeffs, n, ctx);
_TEMPLATE(T, poly_normalise)(g, ctx);
}
#endif