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Macaulay2 web site
VarietyOfPolarSimplices : 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
claimsOfTable1
-- check the claims of the paper
computeVloc
-- computete ideals of Vpsec and Vploc
equationsInThePaper
-- Write down the equations for $V_h^{aff}(n)$ of the paper
flatteningRelations
-- Compute the flattening relations in this special case
flatteningRelations(PolynomialRing,PolynomialRing,Ideal)
-- Compute the flattening relations in this special case
formalDegreeComputation
-- check the values for the degree of VSP
symIndex
-- sort the components of a Sequence
Symmetric
-- Option in the function variableIndices
symmetricUniversalFamily
-- Build the miniversal deformation over V(n)
symmetryMap
-- define the map to the base space with symmetric indices
unfoldingEquations
-- setup the unfolding equations
unfoldingEquations(ZZ,ZZ)
-- setup the unfolding equations
variableIndices
-- make lists of desired indices
variableIndices(ZZ)
-- make lists of desired indices
VarietyOfPolarSimplices
-- Varieties of Polar simplices