nixpkgs/pkgs/applications/science/math/sage/patches/eclib-20210223-test-formatting.patch
2021-03-06 12:28:52 -03:00

132 lines
6.3 KiB
Diff

diff --git a/src/sage/libs/eclib/interface.py b/src/sage/libs/eclib/interface.py
index e898456720..6b98c12328 100644
--- a/src/sage/libs/eclib/interface.py
+++ b/src/sage/libs/eclib/interface.py
@@ -758,78 +758,78 @@ class mwrank_MordellWeil(SageObject):
sage: EQ = mwrank_MordellWeil(E, verbose=True)
sage: EQ.search(1)
- P1 = [0:1:0] is torsion point, order 1
- P1 = [-3:0:1] is generator number 1
- saturating up to 20...Checking 2-saturation
+ P1 = [0:1:0] is torsion point, order 1
+ P1 = [-3:0:1] is generator number 1
+ saturating up to 20...Checking 2-saturation...
Points have successfully been 2-saturated (max q used = 7)
- Checking 3-saturation
+ Checking 3-saturation...
Points have successfully been 3-saturated (max q used = 7)
- Checking 5-saturation
+ Checking 5-saturation...
Points have successfully been 5-saturated (max q used = 23)
- Checking 7-saturation
+ Checking 7-saturation...
Points have successfully been 7-saturated (max q used = 41)
- Checking 11-saturation
+ Checking 11-saturation...
Points have successfully been 11-saturated (max q used = 17)
- Checking 13-saturation
+ Checking 13-saturation...
Points have successfully been 13-saturated (max q used = 43)
- Checking 17-saturation
+ Checking 17-saturation...
Points have successfully been 17-saturated (max q used = 31)
- Checking 19-saturation
+ Checking 19-saturation...
Points have successfully been 19-saturated (max q used = 37)
done
- P2 = [-2:3:1] is generator number 2
- saturating up to 20...Checking 2-saturation
+ P2 = [-2:3:1] is generator number 2
+ saturating up to 20...Checking 2-saturation...
possible kernel vector = [1,1]
This point may be in 2E(Q): [14:-52:1]
...and it is!
Replacing old generator #1 with new generator [1:-1:1]
Points have successfully been 2-saturated (max q used = 7)
Index gain = 2^1
- Checking 3-saturation
+ Checking 3-saturation...
Points have successfully been 3-saturated (max q used = 13)
- Checking 5-saturation
+ Checking 5-saturation...
Points have successfully been 5-saturated (max q used = 67)
- Checking 7-saturation
+ Checking 7-saturation...
Points have successfully been 7-saturated (max q used = 53)
- Checking 11-saturation
+ Checking 11-saturation...
Points have successfully been 11-saturated (max q used = 73)
- Checking 13-saturation
+ Checking 13-saturation...
Points have successfully been 13-saturated (max q used = 103)
- Checking 17-saturation
+ Checking 17-saturation...
Points have successfully been 17-saturated (max q used = 113)
- Checking 19-saturation
+ Checking 19-saturation...
Points have successfully been 19-saturated (max q used = 47)
done (index = 2).
Gained index 2, new generators = [ [1:-1:1] [-2:3:1] ]
- P3 = [-14:25:8] is generator number 3
- saturating up to 20...Checking 2-saturation
+ P3 = [-14:25:8] is generator number 3
+ saturating up to 20...Checking 2-saturation...
Points have successfully been 2-saturated (max q used = 11)
- Checking 3-saturation
+ Checking 3-saturation...
Points have successfully been 3-saturated (max q used = 13)
- Checking 5-saturation
+ Checking 5-saturation...
Points have successfully been 5-saturated (max q used = 71)
- Checking 7-saturation
+ Checking 7-saturation...
Points have successfully been 7-saturated (max q used = 101)
- Checking 11-saturation
+ Checking 11-saturation...
Points have successfully been 11-saturated (max q used = 127)
- Checking 13-saturation
+ Checking 13-saturation...
Points have successfully been 13-saturated (max q used = 151)
- Checking 17-saturation
+ Checking 17-saturation...
Points have successfully been 17-saturated (max q used = 139)
- Checking 19-saturation
+ Checking 19-saturation...
Points have successfully been 19-saturated (max q used = 179)
done (index = 1).
- P4 = [-1:3:1] = -1*P1 + -1*P2 + -1*P3 (mod torsion)
- P4 = [0:2:1] = 2*P1 + 0*P2 + 1*P3 (mod torsion)
- P4 = [2:13:8] = -3*P1 + 1*P2 + -1*P3 (mod torsion)
- P4 = [1:0:1] = -1*P1 + 0*P2 + 0*P3 (mod torsion)
- P4 = [2:0:1] = -1*P1 + 1*P2 + 0*P3 (mod torsion)
- P4 = [18:7:8] = -2*P1 + -1*P2 + -1*P3 (mod torsion)
- P4 = [3:3:1] = 1*P1 + 0*P2 + 1*P3 (mod torsion)
- P4 = [4:6:1] = 0*P1 + -1*P2 + -1*P3 (mod torsion)
- P4 = [36:69:64] = 1*P1 + -2*P2 + 0*P3 (mod torsion)
- P4 = [68:-25:64] = -2*P1 + -1*P2 + -2*P3 (mod torsion)
- P4 = [12:35:27] = 1*P1 + -1*P2 + -1*P3 (mod torsion)
+ P4 = [-1:3:1] = -1*P1 + -1*P2 + -1*P3 (mod torsion)
+ P4 = [0:2:1] = 2*P1 + 0*P2 + 1*P3 (mod torsion)
+ P4 = [2:13:8] = -3*P1 + 1*P2 + -1*P3 (mod torsion)
+ P4 = [1:0:1] = -1*P1 + 0*P2 + 0*P3 (mod torsion)
+ P4 = [2:0:1] = -1*P1 + 1*P2 + 0*P3 (mod torsion)
+ P4 = [18:7:8] = -2*P1 + -1*P2 + -1*P3 (mod torsion)
+ P4 = [3:3:1] = 1*P1 + 0*P2 + 1*P3 (mod torsion)
+ P4 = [4:6:1] = 0*P1 + -1*P2 + -1*P3 (mod torsion)
+ P4 = [36:69:64] = 1*P1 + -2*P2 + 0*P3 (mod torsion)
+ P4 = [68:-25:64] = -2*P1 + -1*P2 + -2*P3 (mod torsion)
+ P4 = [12:35:27] = 1*P1 + -1*P2 + -1*P3 (mod torsion)
sage: EQ
Subgroup of Mordell-Weil group: [[1:-1:1], [-2:3:1], [-14:25:8]]
@@ -1076,7 +1076,7 @@ class mwrank_MordellWeil(SageObject):
sage: EQ.search(1)
P1 = [0:1:0] is torsion point, order 1
P1 = [-3:0:1] is generator number 1
- saturating up to 20...Checking 2-saturation
+ saturating up to 20...Checking 2-saturation...
...
P4 = [12:35:27] = 1*P1 + -1*P2 + -1*P3 (mod torsion)
sage: EQ