Ticket #3674: sage-trac3674new-extra6.patch
| File sage-trac3674new-extra6.patch, 1.7 kB (added by cremona, 4 months ago) |
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a/sage/schemes/elliptic_curves/ell_point.py
old new 476 476 477 477 EXAMPLES: 478 478 sage: E = EllipticCurve('389a') 479 sage: Q = 5*E .1; Q480 (-2739/1444 : 22161/54872 : 1)479 sage: Q = 5*E(0,0); Q 480 (-2739/1444 : -77033/54872 : 1) 481 481 sage: Q.is_divisible_by(4) 482 482 False 483 483 sage: Q.is_divisible_by(5) -
a/sage/schemes/elliptic_curves/ell_rational_field.py
old new 3795 3795 3796 3796 sage: a = E.integral_points([P1,P2,P3], verbose=True) 3797 3797 Using mw_basis [(2 : 0 : 1), (4 : 6 : 1), (114/49 : -720/343 : 1)] 3798 e1,e2,e3: -3.0124303725 9331 1.06582054769620 1.946609824897103799 Minimal eigenvalue of height pairing matrix: 0.4727305558 315383798 e1,e2,e3: -3.0124303725... 1.0658205476... 1.9466098248... 3799 Minimal eigenvalue of height pairing matrix: 0.4727305558... 3800 3800 x-coords of points on compact component with -3 <=x<= 1 3801 3801 [-3, -2, -1, 0, 1] 3802 3802 x-coords of points on non-compact component with 2 <=x<= 6
