### Navigation

- index
- modules |
- Sage Constructions v6.4.1 »

# Index

A | B | C | D | E | F | G | H | I | L | M | N | P | Q | R | S | T

## A

algebraic-geometric codes | attach into Sage

## B

background, running Sage in | Brauer character

## C

calculus critical points differentiation integration center groups character Brauer modular representation characteristic polynomial matrix check matrix codes ciphers connection polynomial class_number number field | codes Golay algebraic-geometric check matrix dual generator matrix conjugacy classes group connection polynomial ciphers cosets of Gamma_0 critical points calculus cyclotomic number field

## D

database number field differentiation calculus discrete logs | discriminant number field dual codes

## E

eigenvalues eigenvectors elliptic curve modular form point counting | elliptic curves, [1] evaluation polynomial

## F

factorization polynomial | Frobenius normal form

## G

GAP referencing gcd polynomial generator matrix codes | Golay codes group Rubik's cube conjugacy classes normal subgroups permutation groups center

## H

Hecke operators help in Sage | Hermite normal form history Sage

## I

importing into Sage installation of packages installation of Sage | integral basis number field integration calculus

## L

LaTeX output linear equations solve | load into Sage logging Sage

## M

matrix characteristic polynomial ring modular form elliptic curve modular forms | modular representation character modular symbols

## N

normal subgroups group | number field class_number cyclotomic database discriminant integral basis

## P

p-adics PARI referencing permutation group plot a function a parametric curve curve using surf point counting elliptic curve | polynomial evaluation factorization gcd powers quotient ring ring roots symbolic manipulation power series powers polynomial Python and Sage

## Q

quadratic residues | quotient ring polynomial

## R

rational canonical form referencing GAP PARI Sage Singular Riemann-Roch space, [1] | ring matrix polynomial roots polynomial Rubik's cube group

## S

Sage history referencing Singular referencing Smith normal form | solve linear equations special functions in Sage symbolic manipulation polynomial

## T

Taylor series

### Navigation

- index
- modules |
- Sage Constructions v6.4.1 »