[sagemath] 01/04: Backport arb 2.11.1 patches to fix test failures
Ximin Luo
infinity0 at debian.org
Fri Nov 10 18:55:52 UTC 2017
This is an automated email from the git hooks/post-receive script.
infinity0 pushed a commit to annotated tag debian/8.0-10
in repository sagemath.
commit 82ad6abce6eb0018373f27c8fc191701b641f3c4
Author: Ximin Luo <infinity0 at debian.org>
Date: Fri Nov 10 18:49:02 2017 +0100
Backport arb 2.11.1 patches to fix test failures
---
debian/changelog | 7 +
debian/patches/series | 1 +
debian/patches/u0-version-arb-2.11.1.patch | 543 +++++++++++++++++++++++++++++
3 files changed, 551 insertions(+)
diff --git a/debian/changelog b/debian/changelog
index 8b11325..b39eb15 100644
--- a/debian/changelog
+++ b/debian/changelog
@@ -1,3 +1,10 @@
+sagemath (8.0-10) UNRELEASED; urgency=medium
+
+ * New patches:
+ - u0-version-arb-2.11.1.patch
+
+ -- Ximin Luo <infinity0 at debian.org> Fri, 10 Nov 2017 18:39:02 +0100
+
sagemath (8.0-9) unstable; urgency=medium
[ Tobias Hansen ]
diff --git a/debian/patches/series b/debian/patches/series
index cacd1e8..16a83ae 100644
--- a/debian/patches/series
+++ b/debian/patches/series
@@ -3,6 +3,7 @@
u0-version-cython-0.26.patch #23360
u0-version-scipy-0.19.1.patch #23594
u0-version-sphinx-1.6.patch #23023
+u0-version-arb-2.11.1.patch
# Patches that have open upstream tickets
u1-version-pbori-boost1.62-hashes.patch #22243
diff --git a/debian/patches/u0-version-arb-2.11.1.patch b/debian/patches/u0-version-arb-2.11.1.patch
new file mode 100644
index 0000000..960eea5
--- /dev/null
+++ b/debian/patches/u0-version-arb-2.11.1.patch
@@ -0,0 +1,543 @@
+commit ab828b9a92667b8104e5444f38b1ab0c4a74e7ae
+Author: Dima Pasechnik <dimpase at gmail.com>
+Date: Tue Aug 1 20:43:58 2017 +0100
+
+ arb doctest fixes; few more, less obvious, might be needed
+
+ it can also be that ellipses would be needed to make some doctests
+ pass on all platforms. Needs more testing (on OSX, on 32-bit, etc)
+
+commit 20c5508517c97d7755905b75705328bec4468307
+Author: Dima Pasechnik <dimpase at gmail.com>
+Date: Wed Aug 2 08:45:29 2017 +0100
+
+ one more arb-related doctest fix
+
+--- a/sage/src/sage/rings/complex_arb.pyx
++++ b/sage/src/sage/rings/complex_arb.pyx
+@@ -1968,7 +1968,7 @@
+ EXAMPLES::
+
+ sage: CBF(-2, 1)/CBF(1, 1/3)
+- [-1.50000000000000 +/- 1.27e-15] + [1.500000000000000 +/- 8.94e-16]*I
++ [-1.500000000000000 +/- 8.83e-16] + [1.500000000000000 +/- 5.64e-16]*I
+ sage: CBF(2+I)/CBF(0)
+ [+/- inf] + [+/- inf]*I
+ sage: CBF(1)/CBF(0)
+@@ -2114,7 +2114,7 @@
+ sage: CBF(1).rising_factorial(5)
+ 120.0000000000000
+ sage: CBF(1/3, 1/2).rising_factorial(300)
+- [-3.87949484514e+612 +/- 5.24e+600] + [-3.52042209763e+612 +/- 5.56e+600]*I
++ [-3.87949484514e+612 +/- 5.23e+600] + [-3.52042209763e+612 +/- 5.55e+600]*I
+
+ sage: CBF(1).rising_factorial(-1)
+ nan
+@@ -2123,7 +2123,7 @@
+ sage: ComplexBallField(128)(1).rising_factorial(2**64)
+ [2.343691126796861348e+347382171305201285713 +/- 4.71e+347382171305201285694]
+ sage: CBF(1/2).rising_factorial(CBF(2,3))
+- [-0.123060451458124 +/- 4.46e-16] + [0.040641263167655 +/- 3.75e-16]*I
++ [-0.123060451458124 +/- 4.43e-16] + [0.040641263167655 +/- 3.72e-16]*I
+
+ """
+ cdef ComplexBall result = self._new()
+@@ -2264,7 +2264,7 @@
+ EXAMPLES::
+
+ sage: CBF(pi/2, 1/10).tan()
+- [+/- 2.87e-14] + [10.0333111322540 +/- 3.16e-14]*I
++ [+/- 2.87e-14] + [10.0333111322540 +/- 2.36e-14]*I
+ sage: CBF(pi/2).tan()
+ [+/- inf]
+ """
+@@ -2281,7 +2281,7 @@
+ EXAMPLES::
+
+ sage: CBF(pi, 1/10).cot()
+- [+/- 5.74e-14] + [-10.0333111322540 +/- 4.05e-14]*I
++ [+/- 5.74e-14] + [-10.0333111322540 +/- 2.81e-14]*I
+ sage: CBF(pi).cot()
+ [+/- inf]
+ """
+@@ -2393,15 +2393,15 @@
+ EXAMPLES::
+
+ sage: CBF(1, 1).gamma()
+- [0.49801566811836 +/- 4.98e-15] + [-0.154949828301811 +/- 7.67e-16]*I
++ [0.498015668118356 +/- 9.16e-16] + [-0.154949828301811 +/- 7.08e-16]*I
+ sage: CBF(-1).gamma()
+ nan
+ sage: CBF(1, 1).gamma(0)
+- [0.49801566811836 +/- 4.98e-15] + [-0.154949828301811 +/- 7.67e-16]*I
++ [0.498015668118356 +/- 9.16e-16] + [-0.154949828301811 +/- 7.08e-16]*I
+ sage: CBF(1, 1).gamma(100)
+- [-3.6143867454139e-45 +/- 7.26e-59] + [-3.7022961377791e-44 +/- 4.71e-58]*I
++ [-3.6143867454139e-45 +/- 6.88e-59] + [-3.7022961377791e-44 +/- 4.41e-58]*I
+ sage: CBF(1, 1).gamma(CLF(i))
+- [0.32886684193500 +/- 5.49e-15] + [-0.18974945045621 +/- 1.49e-15]*I
++ [0.32886684193500 +/- 5.04e-15] + [-0.18974945045621 +/- 1.26e-15]*I
+ """
+ cdef ComplexBall my_z
+ cdef ComplexBall res = self._new()
+@@ -2467,7 +2467,7 @@
+ EXAMPLES::
+
+ sage: CBF(1, 1).psi()
+- [0.0946503206224770 +/- 7.34e-17] + [1.076674047468581 +/- 2.63e-16]*I
++ [0.0946503206224770 +/- 7.74e-17] + [1.076674047468581 +/- 2.58e-16]*I
+ sage: CBF(-1).psi()
+ nan
+ sage: CBF(1,1).psi(10)
+@@ -2496,9 +2496,9 @@
+ EXAMPLES::
+
+ sage: CBF(1, 1).zeta()
+- [0.5821580597520036 +/- 5.27e-17] + [-0.9268485643308071 +/- 2.81e-17]*I
++ [0.5821580597520036 +/- 5.26e-17] + [-0.9268485643308071 +/- 2.80e-17]*I
+ sage: CBF(1, 1).zeta(1)
+- [0.5821580597520036 +/- 5.27e-17] + [-0.9268485643308071 +/- 2.81e-17]*I
++ [0.5821580597520036 +/- 5.26e-17] + [-0.9268485643308071 +/- 2.80e-17]*I
+ sage: CBF(1, 1).zeta(1/2)
+ [1.497919876084167 +/- 2.91e-16] + [0.2448655353684164 +/- 4.22e-17]*I
+ sage: CBF(1, 1).zeta(CBF(1, 1))
+@@ -2528,7 +2528,7 @@
+ sage: CBF(2).polylog(1)
+ [+/- 4.65e-15] + [-3.14159265358979 +/- 8.15e-15]*I
+ sage: CBF(1, 1).polylog(CBF(1, 1))
+- [0.3708160030469 +/- 2.38e-14] + [2.7238016577979 +/- 4.22e-14]*I
++ [0.3708160030469 +/- 2.38e-14] + [2.7238016577979 +/- 4.20e-14]*I
+
+ TESTS::
+
+@@ -2564,7 +2564,7 @@
+ sage: CBF(8).barnes_g()
+ 24883200.00000000
+ sage: CBF(500,10).barnes_g()
+- [4.54078781e+254873 +/- 5.43e+254864] + [8.65835455e+254873 +/- 7.27e+254864]*I
++ [4.54078781e+254873 +/- 5.43e+254864] + [8.65835455e+254873 +/- 7.28e+254864]*I
+ """
+ cdef ComplexBall res = self._new()
+ if _do_sig(prec(self)): sig_on()
+@@ -2602,7 +2602,7 @@
+ EXAMPLES::
+
+ sage: CBF(0, -1).agm1()
+- [0.5990701173678 +/- 1.14e-14] + [-0.5990701173678 +/- 1.22e-14]*I
++ [0.5990701173678 +/- 1.15e-14] + [-0.5990701173678 +/- 1.19e-14]*I
+ """
+ cdef ComplexBall res = self._new()
+ if _do_sig(prec(self)): sig_on()
+@@ -2653,15 +2653,15 @@
+ [+/- 7.72e-16] + [2.71828182845904 +/- 6.45e-15]*I
+
+ sage: CBF(1, pi).hypergeometric([1/4], [1/4])
+- [-2.7182818284590 +/- 8.63e-14] + [+/- 3.69e-14]*I
++ [-2.7182818284590 +/- 7.11e-14] + [+/- 2.25e-14]*I
+
+ sage: CBF(1000, 1000).hypergeometric([10], [AA(sqrt(2))])
+- [9.79300951360e+454 +/- 4.83e+442] + [5.522579106816e+455 +/- 3.39e+442]*I
++ [9.79300951360e+454 +/- 5.01e+442] + [5.522579106816e+455 +/- 3.56e+442]*I
+ sage: CBF(1000, 1000).hypergeometric([100], [AA(sqrt(2))])
+- [+/- 8.88e+596] + [+/- 8.88e+596]*I
++ [1.27967355557e+590 +/- 8.60e+578] + [-9.32333491987e+590 +/- 8.18e+578]*I
+
+ sage: CBF(0, 1).hypergeometric([], [1/2, 1/3, 1/4])
+- [-3.7991962344383 +/- 4.98e-14] + [23.8780971778049 +/- 5.40e-14]*I
++ [-3.7991962344383 +/- 8.78e-14] + [23.878097177805 +/- 3.87e-13]*I
+
+ sage: CBF(0).hypergeometric([1], [])
+ 1.000000000000000
+@@ -2669,9 +2669,9 @@
+ 1.000000000000000*I
+
+ sage: CBF(2+3*I).hypergeometric([1/4,1/3],[1/2])
+- [0.7871684267473 +/- 3.57e-14] + [0.2749254173721 +/- 6.45e-14]*I
++ [0.7871684267473 +/- 7.34e-14] + [0.2749254173721 +/- 9.23e-14]*I
+ sage: CBF(2+3*I).hypergeometric([1/4,1/3],[1/2],regularized=True)
+- [0.4441122268685 +/- 1.83e-14] + [0.1551100567338 +/- 4.07e-14]*I
++ [0.4441122268685 +/- 3.96e-14] + [0.1551100567338 +/- 5.75e-14]*I
+
+ sage: CBF(5).hypergeometric([2,3], [-5])
+ nan + nan*I
+@@ -2679,7 +2679,7 @@
+ [5106.925964355 +/- 5.41e-10]
+
+ sage: CBF(2016).hypergeometric([], [2/3])
+- [2.0256426923278e+38 +/- 8.90e+24]
++ [2.025642692328e+38 +/- 3.00e+25]
+ sage: CBF(-2016).hypergeometric([], [2/3], regularized=True)
+ [-0.0005428550847 +/- 5.00e-14]
+
+@@ -2687,12 +2687,12 @@
+ 0.0002441406250000000
+
+ sage: CBF(0, 3).hypergeometric([CBF(1,1)], [-4], regularized=True)
+- [239.5140007528 +/- 5.01e-11] + [105.1751573490 +/- 2.36e-11]*I
++ [239.514000752841 +/- 8.03e-13] + [105.175157349015 +/- 6.28e-13]*I
+
+ TESTS::
+
+ sage: CBF(0, 1).hypergeometric([QQbar(sqrt(2)), RLF(pi)], [1r, 1/2])
+- [-8.7029449215408 +/- 6.89e-14] + [-0.8499070546106 +/- 4.98e-14]*I
++ [-8.7029449215408 +/- 6.17e-14] + [-0.8499070546106 +/- 5.21e-14]*I
+
+ """
+ cdef ComplexBall tmp, my_a, my_b, my_c
+@@ -2766,7 +2766,7 @@
+ EXAMPLES::
+
+ sage: CBF(1000, 1000).hypergeometric_U(RLF(pi), -100)
+- [-7.261605907166e-11 +/- 4.89e-24] + [-7.928136216391e-11 +/- 5.36e-24]*I
++ [-7.261605907166e-11 +/- 5.04e-24] + [-7.928136216391e-11 +/- 5.52e-24]*I
+ sage: CBF(1000, 1000).hypergeometric_U(0, -100)
+ 1.000000000000000
+ """
+@@ -2785,7 +2785,7 @@
+ EXAMPLES::
+
+ sage: CBF(1, 1).erf()
+- [1.31615128169795 +/- 8.80e-15] + [0.19045346923783 +/- 9.19e-15]*I
++ [1.316151281697947 +/- 7.26e-16] + [0.1904534692378347 +/- 6.03e-17]*I
+ """
+
+ cdef ComplexBall result = self._new()
+@@ -2801,9 +2801,9 @@
+ EXAMPLES::
+
+ sage: CBF(20).erfc()
+- [5.3958656116079e-176 +/- 1.08e-190]
++ [5.39586561160790e-176 +/- 6.73e-191]
+ sage: CBF(100, 100).erfc()
+- [0.00065234366376858 +/- 6.52e-18] + [-0.00393572636292141 +/- 5.16e-18]*I
++ [0.00065234366376858 +/- 8.37e-18] + [-0.00393572636292141 +/- 7.21e-18]*I
+ """
+ cdef ComplexBall result = self._new()
+ if _do_sig(prec(self)): sig_on()
+@@ -2905,9 +2905,9 @@
+ EXAMPLES::
+
+ sage: CBF(1, 1).bessel_J(1)
+- [0.614160334922903 +/- 8.48e-16] + [0.365028028827088 +/- 6.62e-16]*I
++ [0.614160334922903 +/- 6.38e-16] + [0.365028028827088 +/- 3.96e-16]*I
+ sage: CBF(100, -100).bessel_J(1/3)
+- [1.108431870251e+41 +/- 5.53e+28] + [-8.952577603125e+41 +/- 2.91e+28]*I
++ [1.108431870251e+41 +/- 5.53e+28] + [-8.952577603125e+41 +/- 2.93e+28]*I
+ """
+ cdef ComplexBall result = self._new()
+ cdef ComplexBall my_nu = self._parent.coerce(nu)
+@@ -2925,9 +2925,9 @@
+
+ sage: J, Y = CBF(1, 1).bessel_J_Y(1)
+ sage: J - CBF(1, 1).bessel_J(1)
+- [+/- 7.95e-16] + [+/- 6.84e-16]*I
++ [+/- 3.75e-16] + [+/- 2.64e-16]*I
+ sage: Y - CBF(1, 1).bessel_Y(1)
+- [+/- 2.31e-14] + [+/- 2.26e-14]*I
++ [+/- 1.64e-14] + [+/- 1.62e-14]*I
+
+ """
+ cdef ComplexBall result1 = self._new()
+@@ -2947,9 +2947,9 @@
+ EXAMPLES::
+
+ sage: CBF(1, 1).bessel_Y(1)
+- [-0.6576945355913 +/- 5.62e-14] + [0.6298010039929 +/- 2.77e-14]*I
++ [-0.6576945355913 +/- 5.29e-14] + [0.6298010039929 +/- 2.45e-14]*I
+ sage: CBF(100, -100).bessel_Y(1/3)
+- [-8.952577603125e+41 +/- 4.65e+28] + [-1.108431870251e+41 +/- 6.29e+28]*I
++ [-8.952577603125e+41 +/- 4.66e+28] + [-1.108431870251e+41 +/- 6.31e+28]*I
+ """
+ cdef ComplexBall result = self._new()
+ cdef ComplexBall my_nu = self._parent.coerce(nu)
+@@ -2966,9 +2966,9 @@
+ EXAMPLES::
+
+ sage: CBF(1, 1).bessel_I(1)
+- [0.365028028827088 +/- 6.62e-16] + [0.614160334922903 +/- 8.48e-16]*I
++ [0.365028028827088 +/- 3.96e-16] + [0.614160334922903 +/- 6.38e-16]*I
+ sage: CBF(100, -100).bessel_I(1/3)
+- [5.4362189595644e+41 +/- 6.48e+27] + [7.1989436985321e+41 +/- 2.69e+27]*I
++ [5.4362189595644e+41 +/- 6.40e+27] + [7.1989436985321e+41 +/- 2.92e+27]*I
+ """
+ cdef ComplexBall result = self._new()
+ cdef ComplexBall my_nu = self._parent.coerce(nu)
+@@ -2987,9 +2987,9 @@
+ sage: CBF(1, 1).bessel_K(0)
+ [0.08019772694652 +/- 3.19e-15] + [-0.35727745928533 +/- 1.08e-15]*I
+ sage: CBF(1, 1).bessel_K(1)
+- [0.02456830552374 +/- 6.22e-15] + [-0.45971947380119 +/- 6.74e-15]*I
++ [0.02456830552374 +/- 4.84e-15] + [-0.45971947380119 +/- 5.35e-15]*I
+ sage: CBF(100, 100).bessel_K(QQbar(i))
+- [3.8693896656383e-45 +/- 2.38e-59] + [5.5071004234177e-46 +/- 5.86e-60]*I
++ [3.8693896656383e-45 +/- 2.76e-59] + [5.507100423418e-46 +/- 4.01e-59]*I
+ """
+ cdef ComplexBall result = self._new()
+ cdef ComplexBall my_nu = self._parent.coerce(nu)
+@@ -3006,9 +3006,9 @@
+ EXAMPLES::
+
+ sage: CBF(1+i).exp_integral_e(1)
+- [0.00028162445198 +/- 2.78e-15] + [-0.17932453503936 +/- 2.56e-15]*I
++ [0.00028162445198 +/- 2.79e-15] + [-0.17932453503936 +/- 2.12e-15]*I
+ sage: CBF(1+i).exp_integral_e(QQbar(i))
+- [-0.10396361883964 +/- 4.92e-15] + [-0.16268401277783 +/- 4.78e-15]*I
++ [-0.10396361883964 +/- 3.78e-15] + [-0.16268401277783 +/- 3.69e-15]*I
+ """
+ cdef ComplexBall res = self._new()
+ cdef ComplexBall my_s = self._parent.coerce(s)
+@@ -3024,7 +3024,7 @@
+ EXAMPLES::
+
+ sage: CBF(1, 1).ei()
+- [1.76462598556385 +/- 6.65e-15] + [2.38776985151052 +/- 4.34e-15]*I
++ [1.76462598556385 +/- 5.82e-15] + [2.38776985151052 +/- 4.29e-15]*I
+ sage: CBF(0).ei()
+ nan
+ """
+@@ -3041,7 +3041,7 @@
+ EXAMPLES::
+
+ sage: CBF(1, 1).si()
+- [1.10422265823558 +/- 2.16e-15] + [0.88245380500792 +/- 3.15e-15]*I
++ [1.10422265823558 +/- 2.48e-15] + [0.88245380500792 +/- 3.36e-15]*I
+ sage: CBF(0).si()
+ 0
+ """
+@@ -3058,7 +3058,7 @@
+ EXAMPLES::
+
+ sage: CBF(1, 1).ci()
+- [0.882172180555936 +/- 4.85e-16] + [0.287249133519956 +/- 3.47e-16]*I
++ [0.882172180555936 +/- 4.85e-16] + [0.287249133519956 +/- 3.92e-16]*I
+ sage: CBF(0).ci()
+ nan + nan*I
+ """
+@@ -3075,7 +3075,7 @@
+ EXAMPLES::
+
+ sage: CBF(1, 1).shi()
+- [0.88245380500792 +/- 3.15e-15] + [1.10422265823558 +/- 2.16e-15]*I
++ [0.88245380500792 +/- 3.36e-15] + [1.10422265823558 +/- 2.48e-15]*I
+ sage: CBF(0).shi()
+ 0
+ """
+@@ -3093,7 +3093,7 @@
+ EXAMPLES::
+
+ sage: CBF(1, 1).chi()
+- [0.882172180555936 +/- 4.85e-16] + [1.28354719327494 +/- 1.05e-15]*I
++ [0.882172180555936 +/- 4.85e-16] + [1.28354719327494 +/- 1.07e-15]*I
+ sage: CBF(0).chi()
+ nan + nan*I
+ """
+@@ -3112,7 +3112,7 @@
+ EXAMPLES::
+
+ sage: CBF(1, 1).li()
+- [0.61391166922119 +/- 7.03e-15] + [2.05958421419258 +/- 8.25e-15]*I
++ [0.61391166922120 +/- 6.40e-15] + [2.05958421419258 +/- 5.61e-15]*I
+ sage: CBF(0).li()
+ 0
+ sage: CBF(0).li(offset=True)
+@@ -3158,10 +3158,7 @@
+ [0.969386075665498 +/- 4.65e-16] + [-0.030613917822067 +/- 1.89e-16]*I)
+
+ sage: CBF(3,-1/2).jacobi_theta(CBF(1/4,-2))
+- ([+/- inf] + [+/- inf]*I,
+- [+/- inf] + [+/- inf]*I,
+- [+/- inf] + [+/- inf]*I,
+- [+/- inf] + [+/- inf]*I)
++ (nan + nan*I, nan + nan*I, nan + nan*I, nan + nan*I)
+
+ sage: CBF(0).jacobi_theta(CBF(0,1))
+ (0,
+@@ -3224,11 +3221,11 @@
+
+ sage: tau = CBF(sqrt(2),pi)
+ sage: tau.modular_lambda()
+- [-0.00022005123884157 +/- 6.64e-18] + [-0.0007978734645994 +/- 5.23e-17]*I
++ [-0.00022005123884157 +/- 6.41e-18] + [-0.0007978734645994 +/- 5.15e-17]*I
+ sage: (tau + 2).modular_lambda()
+- [-0.00022005123884157 +/- 6.64e-18] + [-0.0007978734645994 +/- 5.23e-17]*I
++ [-0.00022005123884157 +/- 6.41e-18] + [-0.0007978734645994 +/- 5.15e-17]*I
+ sage: (tau / (1 - 2*tau)).modular_lambda()
+- [-0.00022005123884 +/- 2.75e-15] + [-0.00079787346460 +/- 3.34e-15]*I
++ [-0.00022005123884 +/- 2.53e-15] + [-0.00079787346460 +/- 2.85e-15]*I
+
+ """
+ cdef ComplexBall result = self._new()
+@@ -3248,7 +3245,7 @@
+ sage: a, b, c, d = 2, 5, 1, 3
+ sage: tau = CBF(1,3)
+ sage: ((a*tau+b)/(c*tau+d)).modular_delta()
+- [0.20921376655 +/- 6.94e-12] + [1.5761192552 +/- 3.49e-11]*I
++ [0.20921376655 +/- 6.94e-12] + [1.5761192552 +/- 3.47e-11]*I
+ sage: (c*tau+d)^12 * tau.modular_delta()
+ [0.20921376654986 +/- 4.89e-15] + [1.5761192552253 +/- 4.45e-14]*I
+
+@@ -3275,7 +3272,7 @@
+ [2.0081609898081 +/- 3.67e-14],
+ [2.0019857082706 +/- 4.60e-14]]
+ sage: ((a*tau+b)/(c*tau+d)).eisenstein(3)[2]
+- [331011.200433 +/- 1.36e-7] + [-711178.165575 +/- 5.18e-7]*I
++ [331011.2004330 +/- 9.33e-8] + [-711178.1655746 +/- 7.51e-8]*I
+ sage: (c*tau+d)^8 * tau.eisenstein(3)[2]
+ [331011.20043304 +/- 7.62e-9] + [-711178.1655746 +/- 1.34e-8]*I
+
+@@ -3309,20 +3306,20 @@
+ sage: tau = CBF(1,4)
+ sage: z = CBF(sqrt(2), sqrt(3))
+ sage: z.elliptic_p(tau)
+- [-3.28920996772709 +/- 7.68e-15] + [-0.000367376730293 +/- 3.58e-16]*I
++ [-3.28920996772709 +/- 7.63e-15] + [-0.0003673767302933 +/- 6.04e-17]*I
+ sage: (z + tau).elliptic_p(tau)
+- [-3.28920996772709 +/- 8.87e-15] + [-0.00036737673029 +/- 4.37e-15]*I
++ [-3.28920996772709 +/- 7.97e-15] + [-0.000367376730293 +/- 6.51e-16]*I
+ sage: (z + 1).elliptic_p(tau)
+- [-3.28920996772709 +/- 7.68e-15] + [-0.000367376730293 +/- 3.58e-16]*I
++ [-3.28920996772709 +/- 7.63e-15] + [-0.0003673767302933 +/- 6.04e-17]*I
+
+ sage: z.elliptic_p(tau, 3)
+- [[-3.28920996772709 +/- 7.66e-15] + [-0.000367376730293 +/- 3.45e-16]*I,
+- [0.00247305579431 +/- 2.06e-15] + [0.00385955404027 +/- 4.07e-15]*I,
+- [-0.0129908756171 +/- 2.12e-14] + [0.0072502752191 +/- 6.05e-14]*I]
++ [[-3.28920996772709 +/- 7.62e-15] + [-0.0003673767302933 +/- 5.40e-17]*I,
++ [0.002473055794309 +/- 5.01e-16] + [0.003859554040267 +/- 4.45e-16]*I,
++ [-0.01299087561709 +/- 4.72e-15] + [0.00725027521915 +/- 4.32e-15]*I]
+ sage: (z + 3 + 4*tau).elliptic_p(tau, 3)
+- [[-3.2892099677271 +/- 3.40e-14] + [-0.0003673767303 +/- 2.49e-14]*I,
+- [0.00247305579 +/- 6.04e-12] + [0.00385955404 +/- 1.86e-12]*I,
+- [-0.012990876 +/- 4.77e-10] + [0.007250275 +/- 3.20e-10]*I]
++ [[-3.2892099677271 +/- 2.29e-14] + [-0.00036737673029 +/- 8.58e-15]*I,
++ [0.002473055794 +/- 6.59e-13] + [0.003859554040 +/- 6.17e-13]*I,
++ [-0.0129908756 +/- 3.39e-11] + [0.0072502752 +/- 3.60e-11]*I]
+
+ """
+ cdef ComplexBall my_tau = self._parent.coerce(tau)
+@@ -3358,7 +3355,7 @@
+ EXAMPLES::
+
+ sage: CBF(2,3).elliptic_k()
+- [1.0429132919285 +/- 5.77e-14] + [0.6296824723086 +/- 7.16e-14]*I
++ [1.0429132919285 +/- 3.65e-14] + [0.6296824723086 +/- 6.15e-14]*I
+
+ """
+ cdef ComplexBall result = self._new()
+@@ -3375,7 +3372,7 @@
+ EXAMPLES::
+
+ sage: CBF(2,3).elliptic_e()
+- [1.472797144959 +/- 5.13e-13] + [-1.231604783936 +/- 1.61e-13]*I
++ [1.472797144959 +/- 4.82e-13] + [-1.231604783936 +/- 1.25e-13]*I
+
+ """
+ cdef ComplexBall result = self._new()
+@@ -3432,7 +3429,7 @@
+ EXAMPLES::
+
+ sage: CBF(5,-6).jacobi_P(8, CBF(1,2), CBF(2,3))
+- [-920983000.460 +/- 7.60e-4] + [6069919969.93 +/- 2.03e-3]*I
++ [-920983000.45982 +/- 2.22e-6] + [6069919969.92857 +/- 4.77e-6]*I
+
+ """
+ cdef ComplexBall my_n = self._parent.coerce(n)
+@@ -3477,7 +3474,7 @@
+ sage: CBF(10).laguerre_L(3, 2)
+ [-6.666666666667 +/- 4.15e-13]
+ sage: CBF(5,7).laguerre_L(CBF(2,3), CBF(1,-2))
+- [5515.31503027 +/- 7.93e-9] + [-12386.94284527 +/- 8.00e-9]*I
++ [5515.315030271 +/- 4.37e-10] + [-12386.942845271 +/- 5.47e-10]*I
+
+ """
+ cdef ComplexBall my_n = self._parent.coerce(n)
+@@ -3499,7 +3496,7 @@
+ sage: CBF(10).hermite_H(1)
+ 20.00000000000000
+ sage: CBF(10).hermite_H(30)
+- [8.05746709617e+37 +/- 1.32e+25]
++ [8.0574670961707e+37 +/- 3.28e+23]
+
+ """
+ cdef ComplexBall my_n = self._parent.coerce(n)
+@@ -3524,7 +3521,7 @@
+ sage: CBF(1/2).legendre_P(5)
+ 0.08984375000000000
+ sage: CBF(1,2).legendre_P(CBF(2,3), CBF(0,1))
+- [0.10996180744 +/- 4.71e-12] + [0.14312767804 +/- 1.62e-12]*I
++ [0.10996180744364 +/- 7.45e-15] + [0.14312767804055 +/- 8.38e-15]*I
+ sage: CBF(-10).legendre_P(5, 325/100)
+ [-22104403.487377 +/- 6.81e-7] + [53364750.687392 +/- 7.25e-7]*I
+ sage: CBF(-10).legendre_P(5, 325/100, type=3)
+@@ -3556,13 +3553,13 @@
+ EXAMPLES::
+
+ sage: CBF(1/2).legendre_Q(5)
+- [0.55508089057168 +/- 5.32e-15]
++ [0.55508089057168 +/- 2.79e-15]
+ sage: CBF(1,2).legendre_Q(CBF(2,3), CBF(0,1))
+- [0.167678710 +/- 5.89e-10] + [-0.161558598 +/- 8.76e-10]*I
++ [0.167678710 +/- 4.60e-10] + [-0.161558598 +/- 7.47e-10]*I
+ sage: CBF(-10).legendre_Q(5, 325/100)
+- [-83825154.36008 +/- 4.95e-6] + [-34721515.80396 +/- 5.40e-6]*I
++ [-83825154.36008 +/- 4.94e-6] + [-34721515.80396 +/- 5.40e-6]*I
+ sage: CBF(-10).legendre_Q(5, 325/100, type=3)
+- [-4.797306921692e-6 +/- 6.92e-19] + [-4.797306921692e-6 +/- 6.68e-19]*I
++ [-4.797306921692e-6 +/- 6.82e-19] + [-4.797306921692e-6 +/- 6.57e-19]*I
+
+ """
+ cdef ComplexBall my_n = self._parent.coerce(n)
+--- a/sage/src/sage/rings/polynomial/polynomial_complex_arb.pyx
++++ b/sage/src/sage/rings/polynomial/polynomial_complex_arb.pyx
+@@ -334,10 +334,7 @@
+ sage: Pol.<x> = CBF[]
+
+ sage: (x^3/7 - CBF(i)).quo_rem(x + CBF(pi))
+- (([0.1428571428571428 +/- 7.70e-17])*x^2 +
+- ([-0.448798950512828 +/- 6.74e-16])*x
+- + [1.40994348586991 +/- 3.34e-15],
+- [-4.42946809718569 +/- 9.00e-15] - I)
++ (([0.1428571428571428 +/- 7.70e-17])*x^2 + ([-0.448798950512828 +/- 6.74e-16])*x + [1.40994348586991 +/- 3.04e-15], [-4.42946809718569 +/- 7.86e-15] - I)
+
+ sage: Pol(0).quo_rem(x + 1)
+ (0, 0)
+--- a/sage/src/sage/rings/real_arb.pyx
++++ b/sage/src/sage/rings/real_arb.pyx
+@@ -1868,7 +1868,7 @@
+ EXAMPLES::
+
+ sage: RBF(0).union(1).endpoints()
+- (0.000000000000000, 1.00000000000000)
++ (-9.31322574615479e-10, 1.00000000093133)
+ """
+ cdef RealBall my_other = self._parent.coerce(other)
+ cdef RealBall res = self._new()
+@@ -3420,7 +3420,7 @@
+ sage: RBF(-1).zeta(1)
+ [-0.0833333333333333 +/- 4.26e-17]
+ sage: RBF(-1).zeta(2)
+- [-1.083333333333333 +/- 4.08e-16]
++ [-1.083333333333333 +/- 4.96e-16]
+ """
+ cdef RealBall a_ball
+ cdef RealBall res = self._new()
+@@ -3457,7 +3457,7 @@
+ TESTS::
+
+ sage: RBF(1/3).polylog(2r)
+- [0.36621322997706 +/- 4.62e-15]
++ [0.366213229977063 +/- 5.85e-16]
+ """
+ cdef RealBall s_as_ball
+ cdef Integer s_as_Integer
+--- a/sage/src/sage/functions/other.py
++++ b/sage/src/sage/functions/other.py
+@@ -1500,7 +1500,7 @@
+
+ sage: RBF=RealBallField(53)
+ sage: factorial(RBF(4.2))
+- [32.5780960503313 +/- 6.71e-14]
++ [32.5780960503313 +/- 6.72e-14]
+
+ Test pickling::
+
--
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