Constructions in
SAGE
(How to)
Previous:
Bibliography
Up:
Constructions in SAGE (How
Next:
About this document ...
Index
a
|
b
|
c
|
d
|
e
|
f
|
g
|
h
|
i
|
k
|
l
|
m
|
n
|
o
|
p
|
q
|
r
|
s
|
t
|
v
A
attach into SAGE
B
background, SAGE running in
C
character of a representation
Brauer
modular
ordinary
codes
algebraic-geometric
check matrix
dual
codes (continued)
generator matrix
Golay
Hamming
linear
connection polynomial
curve
point counting
D
differential equations
plot
solve
differentiation
discrete logs
E
eigenvalues
eigenvectors
elliptic curves
,
[Link]
,
[Link]
F
Frobenius normal form
G
GRAPE
graph
adjacency matrix of
Cayley
group
center of
conjugacy classes of
group (continued)
normal subgroups of
permutation
Rubik's cube
group_id
GUAVA
H
Hecke operators
help in SAGE
Hermite normal form
I
import into SAGE
installation
of packages
installation (continued)
of SAGE
integration
K
kernel
L
Laplace transforms
latex output
linear equations, solving
linear feedback shift register
load into SAGE
logging SAGE
M
matrix
characteristic polynomial
kernel of
powers
matrix (continued)
ring
modular forms
modular symbols
N
nullspace
number field
class number
cyclotomic
number field (continued)
data base
discriminant
integral basis
O
Octave
P
p-adics
plot
a function
a parametric curve
a parametric surface
curve using surf
interactive
points
solution to ODE
surface using surf
polynomial
evaluation
polynomial (continued)
factorization
gcd
Gröbner basis ofideal
powers
quotient ring
ring
roots
symbolic manipulation
pseudo-random
Python and SAGE
Q
quadratic residues
R
rational canonical form
referencing
GAP
PARI
SAGE
referencing (continued)
Singular
Riemann zeta function
Riemann-Roch space
,
[Link]
S
SAGE
history
what is it?
Shanks' baby-step giant-step
Smith normal form
solving linear equations
special functions in SAGE
T
Taylor series
V
vector space
basis
vector space (continued)
subspace
Constructions in
SAGE
(How to)
Previous:
Bibliography
Up:
Constructions in SAGE (How
Next:
About this document ...
Release 2006.05.25, documentation updated on May 25, 2006.
See
About this document...
for information on suggesting changes.