sage.rings.padics.padic_ZZ_pX_CA_element: File: sage/rings/padics/padic_ZZ_pX_CA_element.pyx (starting at line 1)
This file implements elements of eisenstein and unramified extensions of Zp and Qp with capped absolute precision.
sage.rings.padics.padic_ZZ_pX_CR_element: File: sage/rings/padics/padic_ZZ_pX_CR_element.pyx (starting at line 1)
This file implements elements of eisenstein and unramified extensions of Zp
and Qp with capped relative precision.
sage.rings.padics.padic_ZZ_pX_FM_element: File: sage/rings/padics/padic_ZZ_pX_FM_element.pyx (starting at line 1)
This file implements elements of eisenstein and unramified extensions of Zp and Qp with fixed modulus precision.
sage.rings.padics.padic_field_capped_relative: p-Adic Fields with Capped Relative Precision
AUTHOR:
-- David Roe
-- Genya Zaytman: documentation
-- David Harvey: doctests
-- William Stein: doctest updates
EXAMPLES:
p-Adic Fields are examples of inexact structures, as the reals are.
sage.rings.padics.padic_field_generic: p-Adic Fields
AUTHOR:
-- David Roe
-- Genya Zaytman: documentation
-- David Harvey: doctests
EXAMPLES:
p-Adic Fields are examples of inexact structures, as the reals are.
sage.rings.padics.padic_field_lazy: Lazy p-Adic Fields
AUTHOR:
-- David Roe
-- Genya Zaytman: documentation
-- David Harvey: doctests
EXAMPLES:
p-Adic Fields are examples of inexact structures, as the reals are.
sage.rings.padics.padic_generic: p-Adics
AUTHOR:
-- David Roe
-- Genya Zaytman: documentation
-- David Harvey: doctests
EXAMPLES:
p-Adic Rings are examples of inexact structures, as the reals are.
sage.rings.padics.padic_printing: File: sage/rings/padics/padic_printing.pyx (starting at line 1)
This file contains code for printing p-adic elements.
sage.rings.padics.padic_ring_capped_absolute: p-Adic Rings with capped absolute precision
AUTHOR:
-- David Roe
-- Genya Zaytman: documentation
-- David Harvey: doctests
EXAMPLES:
p-Adic Rings are examples of inexact structures, as the reals are.
sage.rings.padics.padic_ring_capped_relative: p-Adic Rings with capped relative precision
AUTHOR:
-- David Roe
-- Genya Zaytman: documentation
-- David Harvey: doctests
EXAMPLES:
p-Adic Rings are examples of inexact structures, as the reals are.
sage.rings.padics.padic_ring_fixed_mod: p-Adic Rings
AUTHOR:
-- David Roe
-- Genya Zaytman: documentation
-- David Harvey: doctests
EXAMPLES:
p-Adic Rings are examples of inexact structures, as the reals are.
sage.rings.padics.padic_ring_generic: p-Adic Rings
AUTHOR:
-- David Roe
-- Genya Zaytman: documentation
-- David Harvey: doctests
EXAMPLES:
p-Adic Rings are examples of inexact structures, as the reals are.
sage.rings.padics.padic_ring_lazy: p-Adic Rings
AUTHOR:
-- David Roe
-- Genya Zaytman: documentation
-- David Harvey: doctests
EXAMPLES:
p-Adic Rings are examples of inexact structures, as the reals are.
sage.rings.padics.pow_computer: File: sage/rings/padics/pow_computer.pyx (starting at line 1)
A class for computing and caching powers of the same integer.
sage.rings.padics.pow_computer_ext: File: sage/rings/padics/pow_computer_ext.pyx (starting at line 1)
The classes in this file are designed to be attached to p-adic parents and elements for cython access to properties of the parent.