Macaulay2
»
Documentation
Packages
»
ConnectionMatrices
::
Index
next | previous | forward | backward | up |
index
|
toc
ConnectionMatrices : Index
A
B
C
D
E
F
G
H
I
J
K
L
M
N
O
P
Q
R
S
T
U
V
W
X
Y
Z
baseFractionField
-- extracts the fraction field of the base polynomial ring of a Weyl algebra
baseFractionField(FractionField)
-- extracts the fraction field of the base polynomial ring of a Weyl algebra
baseFractionField(PolynomialRing)
-- extracts the fraction field of the base polynomial ring of a Weyl algebra
ConnectionMatrices
-- writing $D$-ideals in connection form
connectionMatrices
-- computes the connection matrices of a $D_n$-ideal $I$ for a chosen basis
connectionMatrices(Ideal)
-- computes the connection matrices of a $D_n$-ideal $I$ for a chosen basis
connectionMatrices(Ideal,List)
-- computes the connection matrices of a $D_n$-ideal $I$ for a chosen basis
connectionMatrix
-- computes the connection matrix
connectionMatrix(Ideal)
-- computes the connection matrix
connectionMatrix(List)
-- computes the connection matrix
Cosmological correlator for the 2-site chain
gaugeMatrix
-- computes the base change over the field of rational functions
gaugeMatrix(Ideal,List)
-- computes the base change over the field of rational functions
gaugeMatrix(List,List)
-- computes the base change over the field of rational functions
gaugeTransform
-- computes the gauge transform of a system of connection matrices
gaugeTransform(Matrix,List)
-- computes the gauge transform of a system of connection matrices
gaugeTransform(Matrix,List,PolynomialRing)
-- computes the gauge transform of a system of connection matrices
Gauss' hypergeometric function
isEpsilonFactorized
-- checks whether a system of connection matrices is in $\epsilon$-factorized form
isEpsilonFactorized(List,RingElement)
-- checks whether a system of connection matrices is in $\epsilon$-factorized form
isEpsilonFactorized(Matrix,RingElement)
-- checks whether a system of connection matrices is in $\epsilon$-factorized form
isIntegrable
-- checks whether a list of matrices fulfills the integrability conditions
isIntegrable(List)
-- checks whether a list of matrices fulfills the integrability conditions
isIntegrable(PolynomialRing,List)
-- checks whether a list of matrices fulfills the integrability conditions
Massless one-loop triangle Feynman diagram
normalForm
-- computes the normal form within the rational Weyl algebra
normalForm(RingElement,List)
-- computes the normal form within the rational Weyl algebra
normalForm(RingElement,RingElement)
-- computes the normal form within the rational Weyl algebra
standardMonomials
-- computes the standard monomials for a $D_n$-ideal
standardMonomials(Ideal)
-- computes the standard monomials for a $D_n$-ideal
standardMonomials(List)
-- computes the standard monomials for a $D_n$-ideal