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sage/schemes/elliptic_curves/ell_rational_field.py
r12105 r12287 54 54 import sage.misc.misc as misc 55 55 from sage.misc.all import verbose 56 import sage.functions.constants as constants57 56 import sage.modular.modform.constructor 58 57 import sage.modular.modform.element … … 2855 2854 -0.354172680517... + 0.874518681720...*I 2856 2855 """ 2856 from sage.all import pi 2857 2857 2858 s = C(s) 2858 2859 N = self.conductor() 2859 pi = R( constants.pi)2860 from sage. calculus.calculusimport gamma as Gamma2860 pi = R(pi) 2861 from sage.functions.all import gamma as Gamma 2861 2862 Gamma_inc = transcendental.gamma_inc 2862 2863 a = self.anlist(prec) … … 5679 5680 roots.remove(e3) 5680 5681 e1,e2 = roots 5681 5682 5683 from sage.all import pi 5682 5684 e = R(1).exp() 5683 pi = R( constants.pi)5685 pi = R(pi) 5684 5686 5685 5687 M = self.height_pairing_matrix(mw_base)
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