Fredrik Johansson 8f6fa5598c acb_nth_root -> acb_unit_root (clearer since there is also a function for computing the nth root of an arbitrary number)		2016-12-01 21:53:02 +01:00
..
t-chi.c	remove all conrey	2016-10-08 20:54:14 +02:00
t-eta.c	acb_dirichlet_eta: finite results for intervals around s=1; test code	2016-10-15 21:24:27 +02:00
t-euler_product_real_ui.c	update copyright headers to switch from GPL to LGPL	2016-04-26 17:20:05 +02:00
t-gauss.c	remove all conrey	2016-10-08 20:54:14 +02:00
t-hardy_theta_series.c	add acb_poly series versions of l, hardy_theta and hardy_z	2016-11-28 10:05:41 +01:00
t-hardy_z.c	implement Hardy Z-function for Dirichlet L-functions	2016-11-16 22:49:45 +01:00
t-hardy_z_series.c	add acb_poly series versions of l, hardy_theta and hardy_z	2016-11-28 10:05:41 +01:00
t-hurwitz_precomp.c	use hurwitz_precomp to speed up acb_dirichlet_l	2016-11-26 10:39:27 +01:00
t-jacobi.c	remove all conrey	2016-10-08 20:54:14 +02:00
t-l.c	use hurwitz_precomp to speed up acb_dirichlet_l	2016-11-26 10:39:27 +01:00
t-l_euler_product.c	use hurwitz_precomp to speed up acb_dirichlet_l	2016-11-26 10:39:27 +01:00
t-l_hurwitz.c	use hurwitz_precomp to speed up acb_dirichlet_l	2016-11-26 10:39:27 +01:00
t-l_jet.c	add acb_dirichlet_l_jet (Taylor expansion of L-function)	2016-10-12 15:27:37 +02:00
t-l_series.c	add acb_poly series versions of l, hardy_theta and hardy_z	2016-11-28 10:05:41 +01:00
t-powsum_smooth.c	add space-efficient powsum_smooth version	2016-10-22 00:26:10 +02:00
t-roots.c	acb_nth_root -> acb_unit_root (clearer since there is also a function for computing the nth root of an arbitrary number)	2016-12-01 21:53:02 +01:00
t-thetanull.c	acb_nth_root -> acb_unit_root (clearer since there is also a function for computing the nth root of an arbitrary number)	2016-12-01 21:53:02 +01:00
t-zeta_bound.c	add a function to bound |zeta(s)|	2016-10-28 05:28:59 +02:00
t-zeta_rs.c	implement the Riemann-Siegel formula	2016-10-24 15:36:39 +02:00
t-zeta_rs_r.c	implement the Riemann-Siegel formula	2016-10-24 15:36:39 +02:00