Pierre Guillot: Class Members

All | Functions | Variables | Related Functions

a | b | c | d | e | f | g | h | i | k | l | m | n | o | p | q | r | s | t | u | v | w | ~

Here is a list of all documented class members with links to the class documentation for each member:

- a -

A : MilnorAnalyzer
a : Exponentiator< K >
add_complex_relations() : SW_Maker
add_line() : Matrix< T >
add_relation() : GradedAlgebra< K >, AffineAlgebra< K >
add_relations() : Exponentiator< K >
add_term() : Polynomial< K >
AffineAlgebra() : AffineAlgebra< K >
alg : MilnorAnalyzer
alphabet : PowProd, Polynomial< K >
ans : MilnorAnalyzer
ans_inclusion : MilnorAnalyzer
assoc_alg : AffineHomomorphism< K >

- b -

b : Exponentiator< K >
base_field : RepresentationRing
basic_source : HomFinder
branch() : HomFinder

- c -

chern_ring : SW_Maker
chern_sw : SW_Maker
clean_up_equations() : Exponentiator< K >
clear() : AbstractHomomorphism< K >
coeff_of() : Polynomial< K >, multiPolynomial< K >
coeffs : Polynomial< K >, multiIdeal< K >
col_width() : Table< T >
comments : UnstableAlgebra
compute_all_kernels() : HomFinder
compute_exp_relations() : Exponentiator< K >
compute_kernel() : AffineHomomorphism< K >
compute_lambda_relation() : Exponentiator< K >
compute_tensor_relation() : Exponentiator< K >
constant_subalgebra() : DerivationAnalyzer
constants : DerivationAnalyzer
coords : multiPolynomial< K >
coords_of() : MilnorAnalyzer, DerivationAnalyzer
copy() : Table< T >, Tuple< T >
count_relations() : AffineAlgebra< K >
create_extra_variables() : Exponentiator< K >
create_regular_variables() : SW_Maker, Exponentiator< K >, Chern_Maker
cs_inclusion : DerivationAnalyzer
current_order() : PowProd
cut_down_variables() : AffineAlgebra< K >

- d -

d : DerivationAnalyzer
data : Tuple< T >
default_alphabet : PowProd
define_polynomial_variables() : HomFinder
define_polynomial_variables_brutally() : HomFinder
degree() : PowProd
display() : UnstableAlgebra
divides() : PowProd, multiPolynomial< K >
done() : MilnorAnalyzer

- e -

epsilon : AugmentedAlgebra< K >
equations : Exponentiator< K >
evaluate() : Polynomial< K >
even_subalgebra() : GradedAlgebra< K >
exp_classes_after_tensoring() : Exponentiator< K >
exp_classes_of_ext_power() : Exponentiator< K >
exp_relations : Exponentiator< K >
extend() : HomFinder
extend_all() : HomFinder

- f -

factor : Exponentiator< K >
factors_through() : AffineHomomorphism< K >
fill_zeroes() : AffineHomomorphism< K >
filter_GL() : HomFinder
find_grobner_basis() : AffineAlgebra< K >
find_redundancies() : AffineAlgebra< K >
find_unitary_redundancies() : AffineAlgebra< K >
fix_alphabets() : UnstableAlgebra, AffineAlgebra< K >, AffineHomomorphism< K >

- g -

generators : multiIdeal< K >, Ideal< K >
get_data_from() : AffineHomomorphism< K >
get_equivalence_class() : HomFinder
get_variables() : AffineAlgebra< K >
grobnerize() : Ideal< K >
grobnerize_with_coefficients() : multiIdeal< K >, Ideal< K >

- h -

has_closure_of() : UnstableAlgebra
has_image_set() : AbstractHomomorphism< K >
has_lonely_variable() : Polynomial< K >
has_unitary_variable() : Polynomial< K >
highest_var : AbstractHomomorphism< K >
hom_degree_of() : GradedAlgebra< K >
hom_degrees : GradedAlgebra< K >

- i -

identify() : HomFinder
images : AbstractHomomorphism< K >
inclusion : MilnorAnalyzer
index_of : DerivationAnalyzer
init() : HomFinder
inverse() : Matrix< T >
involves_variable() : Polynomial< K >
is_essentially_contained_in() : AffineHomomorphism< K >
is_essentially_surjective() : AffineHomomorphism< K >
is_finite() : AffineHomomorphism< K >
is_finite_dimensional() : AffineAlgebra< K >
is_invertible() : Matrix< T >
is_polynomial_variable() : AffineAlgebra< K >
is_saturated() : UnstableAlgebra
is_well_defined() : AffineHomomorphism< K >
is_zero() : Polynomial< K >

- k -

kill_extra_variables() : Exponentiator< K >
kill_top_variable() : UnstableAlgebra, RepresentationRing, GradedAlgebra< K >, AugmentedAlgebra< K >, AffineAlgebra< K >
kill_variable() : AffineAlgebra< K >

- l -

lambda_operations : RepresentationRing
lambda_univ_computed : Exponentiator< K >
last_actual_variable : Exponentiator< K >
lc() : Polynomial< K >, multiPolynomial< K >
lc_POT() : multiPolynomial< K >
lcm : PowProd
left : Table< T >
list_monomials() : GradedAlgebra< K >
lm() : multiPolynomial< K >
lm_POT() : multiPolynomial< K >
lp() : Polynomial< K >, multiPolynomial< K >
lp_POT() : multiPolynomial< K >
lt() : Polynomial< K >

- m -

make_identity() : AffineHomomorphism< K >, AbstractHomomorphism< K >
matrixprod : Matrix< T >
max_dim : Exponentiator< K >
max_dim_rel : Exponentiator< K >
minimalize() : Ideal< K >
mod_gens : DerivationAnalyzer
monomials : HomFinder
multiply_line() : Matrix< T >
multiPolynomial() : multiPolynomial< K >

- n -

n_cs_vars : MilnorAnalyzer
nameof() : SimpleAlphabet, AutoAlphabet
names : SimpleAlphabet
nb_cols : Table< T >
nb_lines : Table< T >
ncols() : Table< T >
new_variable() : SimpleAlphabet, AffineAlgebra< K >
newvar_squared : MilnorAnalyzer
nlines() : Table< T >
nvars() : PowProd, Polynomial< K >

- o -

of() : AbstractHomomorphism< K >
one() : AffineAlgebra< K >
operator *() : Matrix< T >, AbstractHomomorphism< K >
operator *=() : Polynomial< K >, Matrix< T >, AbstractHomomorphism< K >
operator()() : Table< T >
operator+() : Matrix< T >
operator+=() : Matrix< T >
operator-=() : Matrix< T >
operator/() : multiPolynomial< K >
operator/=() : PowProd
operator<() : PowProd
operator<< : UnstableAlgebra, Table< T >, Tuple< T >, PowProd, Polynomial< K >, GradedAlgebra< K >, AugmentedAlgebra< K >, AffineHomomorphism< K >, AbstractHomomorphism< K >
operator=() : Table< T >, Tuple< T >
operator==() : Tuple< T >, PowProd
operator>> : Tuple< T >, Polynomial< K >, AffineHomomorphism< K >, AbstractHomomorphism< K >
operator[]() : Tuple< T >
order : PowProd
order_override : Polynomial< K >

- p -

pdata : Table< T >
polvars_are_involved_in() : HomFinder
Polynomial() : Polynomial< K >
polynomial_test() : HomFinder
populate_associated_algebra() : AffineHomomorphism< K >
populate_GL() : HomFinder
power_of() : PowProd
powers : PowProd
powprod_compare : PowProd

- q -

Q() : UnstableAlgebra

- r -

re_setup() : MilnorAnalyzer
read_from_GAP_file() : RepresentationRing, AffineHomomorphism< K >
read_solutions_from() : HomFinder
read_variables() : RealRepresentationRing, RepresentationRing
readline() : Table< T >
reduce() : Ideal< K >
reduce_grobner_basis() : AffineAlgebra< K >
reduced_form() : AffineAlgebra< K >
relations : AffineAlgebra< K >
remove_extra_data() : AffineHomomorphism< K >
RepresentationRing() : RepresentationRing
resize() : Table< T >, Tuple< T >
restrict_to_elemab() : HomFinder
right : Table< T >

- s -

s : Exponentiator< K >
S_polynomial : Polynomial< K >
S_polynomial_with_coefficients : Polynomial< K >, multiPolynomial< K >
saturate_and_reduce() : UnstableAlgebra
schur_indices : RepresentationRing
sep : Tuple< T >
set_alphabet() : PowProd
set_delim() : Table< T >
set_hom_from_matrix() : HomFinder
set_image() : AbstractHomomorphism< K >
set_sep() : Tuple< T >
sets_to_zero() : Polynomial< K >
setup() : DerivationAnalyzer
setup_for_Sq1() : MilnorAnalyzer
shift() : PowProd
shift_variables() : Polynomial< K >
simple_section() : AffineHomomorphism< K >
simplify() : multiIdeal< K >
size() : Tuple< T >
solution_count : HomFinder
sort() : HomFinder
source : Exponentiator< K >, DerivationAnalyzer
sp : Exponentiator< K >
split_and_sort_relations() : GradedAlgebra< K >
Sq() : UnstableAlgebra
sq_inclusion : DerivationAnalyzer
squares : DerivationAnalyzer
start() : SW_Maker, HomFinder, Exponentiator< K >, MilnorAnalyzer
steal() : Table< T >, Tuple< T >
steenrod : UnstableAlgebra
swap() : PowProd, AbstractHomomorphism< K >
swap_lines() : Matrix< T >
swap_variables() : Polynomial< K >
swap_variables_order() : UnstableAlgebra, RepresentationRing, GradedAlgebra< K >, AugmentedAlgebra< K >, AffineAlgebra< K >
syzygy() : multiIdeal< K >, Ideal< K >

- t -

Table() : Table< T >
target : Exponentiator< K >
tensor_with() : AffineAlgebra< K >
test_steenrod() : HomFinder
top_degree() : GradedAlgebra< K >
top_variable_redundant() : AffineAlgebra< K >
total_relations : Exponentiator< K >
translate_homomorphism() : SW_Maker
Tuple() : Tuple< T >
tuple_size : Tuple< T >

- u -

univ_computed : Exponentiator< K >
use_order() : PowProd

- v -

var : Exponentiator< K >
var_in_use : SimpleAlphabet
variable_redundant() : AffineAlgebra< K >
variable_shows_up() : Ideal< K >
variables_in_use() : SimpleAlphabet
verbose : AffineAlgebra< K >

- w -

weight() : HomFinder
write_gens() : DerivationAnalyzer
write_lambda_factors() : Exponentiator< K >
write_ptrs() : Table< T >
write_solutions_to() : HomFinder
write_trivial_steenrod_operations() : UnstableAlgebra

- ~ -

~DerivationAnalyzer() : DerivationAnalyzer
~Table() : Table< T >
~Tuple() : Tuple< T >

Generated on Wed Jun 18 17:22:42 2008 for Pierre Guillot by

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