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Symmetrica online help files
This is a list of Symmetrica online help files, which are available for
online access
UD_permutation
absolute
add
add_apply
add_apply_cyclo
add_apply_monopol
add_apply_sqrad
add_apply_vector
add_cyclo
add_cyclo_cyclo
add_integer
add_longint
add_monopoly
add_monopoly_monopoly
add_part_part
add_scalar_cyclo
add_scalar_monopoly
add_scalar_sqrad
add_sqrad
add_sqrad_sqrad
add_vector
addinvers
addinvers_apply
addinvers_apply_cyclo
addinvers_apply_monopoly
addinvers_apply_sqrad
addinvers_apply_vector
addinvers_cyclo
addinvers_monopoly
addinvers_sqrad
addinvers_vector
addtoallvectorelements
allkostka
alt_odg_trafo
alt_sdg_trafo
an_odg
an_rz_perm
an_sdg
an_tafel
an_trafo_odg
an_trafo_sdg
anfang
append
append_vector
b_d_sc
b_gk_spa
b_ks_pa
b_ksd_n
b_l_nv
b_l_v
b_matrix_tableaux
b_o_v
b_pa_s
b_sk_mo
b_skn_gral
b_skn_mp
b_skn_s
b_sn_l
b_v_s
bdg
binom
brauer_char
bruhat_comp_perm
build_lc
c_i_i
c_ijk_sn
c_o_k
c_o_s
c_p_k
change_column_ij
change_row_ij
character_polynom
chartafel
charvalue
check_braid
check_commute
check_hecke_generators
check_hecke_quadratic
check_zero_matrix
class_bar
class_rep_bar
columnwordoftableaux
comp
comp_colex_vector
comp_cyclo
comp_monopoly
comp_numeric_vector
comp_vector
complete_complete_plet
complete_schur_plet
compute_elmsym_with_alphabet
compute_homsym_with_alphabet
compute_monomial_with_alphabet
compute_power_with_alphabet
compute_powsym_with_alphabet
compute_schur_with_alphabet
compute_schur_with_alphabet_det
compute_skewschur_with_alphabet_det
compute_zonal_with_alphabet
conj_cyclo
conjugate
conjugate_partition
convert_radical_cyclo
copy
copy_integer
copy_longint
copy_vector
debugprint
dec
dec_integer
dec_longint
decp_mat
degree_polynom
delete_column_matrix
delete_row_matrix
det
det_mat_imm
det_mat_tri
diagramm_permutation
dimension
dimension_mod
dimension_partition
dimension_schur
dimension_symmetrization
dimino
display
div
divdiff
divdiff_perm_schubert
divideddifference
dom_comp_part
dynamicp
einsp
einsp_vector
elementarp_permutation
elementary_schur_plet
empty_listp
ende
eq_fieldobject_int
equal_parts
error
euler_phi
eval_2schubert
eval_char_polynom
eval_polynom
even
exchange_alphabets
fakul
fastconjugate_partition
ferrers
ferrers_partition
field_check_cyclo
field_check_sqrad
filter_list
filter_list_apply
find_vector
first
first_bar
first_ff
first_part_EXPONENT
first_part_VECTOR
first_partition
first_perm_n_invers
first_permutation
first_prime_factor
first_ym
fprint
fprint_number
fprint_permutation
fprintln
freeall
freeself
fusedmemory
ganzdiv
ganzsquareroot
ganzsquareroot_integer
ganzsquareroot_longint
garnir
gauss_polynom
gauss_schubert_polynom
gen_mat
gen_smat
generate_root_tableaux
generate_standard_tableaux
get_ax_dist
get_position
ggt
ggt_integer
gl_character
gl_dimension
gl_tableaux
glm_homtest
glmndg
glpdg
grf_An
grf_Cn
grf_Dn
grf_Sn
gupta_nm
gupta_tafel
hall_littlewood
hecke_action_lc_on_lc
hecke_add
hecke_dg
hecke_generator_reps
hecke_mult
hecke_root_generator_reps
hecke_scale
hoch
hook_length
hplus
hplus_hecke
immanente_matrix
inc
inc_integer
inc_longint
index_vector
indexofpart
inhalt
inhalt_tableaux
init
init_polynom
init_vector
input_lc_permutations
input_tableau
insert
insert_list
integer_factors_to_integer
intlog
invers
invers_apply
invers_cyclo
invers_integer
invers_longint
invers_permutation
invers_sqrad
inverse_jeudetaquin_tableaux
inverse_nilplactic_jeudetaquin_tableaux
is_scalar_polynom
is_scalar_reihe
jacobi
kgv
kostka_number
kostka_tab
kostka_tafel
kranztafel
kronecker
kronecker_product
kuerzen
lagrange_polynom
last_part_EXPONENT
last_part_VECTOR
last_partition
last_permutation
lastof
lastp
lastp_list
lehmercode
lehmercode_bar
lehmercode_permutation
lehmercode_tableaux
lehmercode_vector_bar
length
length_bar
listp
m_d_sc
m_ff_vector
m_function_reihe
m_gk_spa
m_gl_alt
m_gl_chartafel
m_gl_cl
m_gl_co
m_gl_cr
m_gl_cyclic
m_gl_first
m_gl_go
m_gl_hyp
m_gl_il
m_gl_nc
m_gl_next
m_gl_sym
m_gl_symkranz
m_i_i
m_i_pa
m_i_schubert
m_iindex_iexponent_monom
m_iindex_monom
m_il_nv
m_il_p
m_il_v
m_ks_pa
m_ksd_n
m_l_nv
m_l_v
m_lehmer_schubert_monom_summe
m_matrix_umriss
m_o_v
m_pa_s
m_part_centralsc
m_part_perm
m_part_sc
m_part_sc_tafel
m_perm_2schubert_monom_summe
m_perm_2schubert_operating_monom_summe
m_perm_paareperm
m_perm_rz_number
m_perm_rz_set
m_perm_sch
m_perm_schubert_dimension
m_perm_schubert_monom_summe
m_perm_schubert_qpolynom
m_scalar_polynom
m_scalar_schur
m_sk_mo
m_skn_gral
m_skn_mp
m_skn_s
m_sn_l
m_u_t
m_v_pa
m_v_s
m_vec_vec_polynom
m_vector_ff
make_all_st_tabs
make_coprimes
make_cyclotomic_monopoly
make_index_coeff_power_cyclo
make_monopoly_sqrad
make_n_transpositionmatrix
make_scalar_cyclo
make_scalar_sqrad
make_tab_signs
make_unitary0_monopoly
make_unitary1_monopoly
makevectorof_class_bar
makevectorof_class_rep_bar
makevectorofpart
makevectoroftranspositions
mat_comp
max
max_degree_reihe
mod
mod_integer
moddg
moebius
mult
mult_apply
mult_apply_cyclo
mult_apply_monopoly
mult_apply_sqrad
mult_apply_vector_vector
mult_bar_bar
mult_cyclo
mult_cyclo_cyclo
mult_disjunkt_polynom_polynom
mult_integer
mult_lists
mult_longint
mult_monopoly
mult_monopoly_monopoly
mult_permutation
mult_scalar_cyclo
mult_scalar_monopoly
mult_scalar_sqrad
mult_scalar_vector
mult_sqrad
mult_sqrad_sqrad
mult_vector_matrix
mult_vector_vector
multinom
ndg
negeinsp
negp
newtrans
next
next_bar
next_partition
next_perm_invers
next_permutation
next_shuffle_part
no_memory
ntopaar_symchar
nullp
nullp_cyclo
nullp_sqrad
nullp_vector
number_of_digits
numberof_inversionen
numberofpart
numberofpart_i
numberofvariables
nxt_ym
objectread
objectread_monopoly
objectread_number
objectwrite
objectwrite_number
odd_to_strict_part
odg
op_transpo_tab
operate_gral_polynom
operate_perm_polynom
operate_perm_tableaux
operate_perm_vector
or_character
or_dimension
or_tableaux
ordcen
ordcen_bar
ordcon
ordcon_bar
order_ff
outerproduct_schubert
outerproduct_schur
part_part_skewschur
partitionp
perm_matrix
perm_tableaux
pfaffian_matrix
pn_character
pn_dimension
pn_tableaux
polya_n_sub
polya_sub
posp
power_schur_plet
primep
print
print_cyclo_data
print_cyclo_list
print_cyclo_table
print_time
printeingabe
println
println_schub_lehmer
printobjectkind
prsym
q_core
qdimension
quores
quores_monopoly
raise_power_monopoly
random_bar
random_ff
random_gral
random_integer
random_longint
random_partition
random_permutation
random_reihe
random_word
rank
rectanglep
reduce_nc
reduce_symchar
reduce_symchar_tafel
remove_hook
remove_zero_terms
represent_hecke_element
root_dimension
root_represent_hecke_element
root_standardise_cold_tableaux_list
row_column_matrices
rowwordoftableaux
runtime
rz
rz_lehmercode
rz_perm
s_ff_c
s_ff_ci
s_ff_di
s_i_i
s_m_h
s_m_l
s_o_k
s_o_s
s_pa_k
s_pa_s
s_sc_d
s_v_i
s_v_ii
s_v_l
save_cyclo_list
scalarp
scalarproduct
scalarproduct_nc
scalarproduct_symchar
scalarproduct_vector
scale_monopoly
scan
scan_bar
scan_cyclo
scan_gl_nc
scan_integer
scan_monopoly
scan_permutation_cycle
scan_reihe
scan_skewsymmetric_matrix
scan_sqrad
scanobjectkind
schnitt_mat
schnitt_schur
schur_schur_plet
sdg
select_coeff_polynom
select_coeff_reihe
select_column
select_degree_reihe
select_row
setup_cyclotomic_table
setup_prime_table
signum
signum_permutation
sn_character
sn_dimension
sn_tableaux
so_character
so_dimension
so_tableaux
sort
sp_character
sp_dimension
sp_tableaux
spalten_summe
spaltenanfang
spaltenende
specht_dg
specht_poly
sprint
square_free_part
square_free_part_0
squareroot
squareroot_bruch
squareroot_integer
squareroot_longint
sscan
standardise_cold_tableaux_list
standardp
stirling_second_number
strict_to_odd_part
strictp
sub
substitute_one_matrix
substitute_one_monopoly
sum
sum_vector
swap
symmetrip_i
t_2SCHUBERT_POLYNOM
t_BARCYCLE_BAR
t_BAR_BARCYCLE
t_BINTREE_LIST
t_ELMSYM_HOMSYM
t_ELMSYM_MONOMIAL
t_ELMSYM_SCHUR
t_EXPONENT_VECTOR
t_HOMSYM_MONOMIAL
t_HOMSYM_SCHUR
t_LIST_VECTOR
t_MONOMIAL_HOMSYM
t_MONOMIAL_SCHUR
t_MONOPOLY_POLYNOM
t_POLYNOM_SCHUBERT
t_REIHE_POLYNOM
t_SCHUBERT_POLYNOM
t_SCHUR_HOMSYM
t_SCHUR_MONOMIAL
t_SCHUR_SYMCHAR
t_VECTOR_EXPONENT
t_VECTOR_FROB
t_VECTOR_ZYKEL
t_ZYKEL_VECTOR
t_int_longint
t_longint_int
t_vperm_zperm
t_zperm_vperm
tab_funk
tab_index
test_bruch
test_integer
test_kostka
test_list
test_matrix
test_part
test_perm
test_poly
test_schubert
test_word
tex
tex_2schubert_monom_summe
tex_cyclo
tex_integer
tex_longint
tex_monopoly
tex_partition
tex_polynom
tex_sqrad
tidy
trace
trafo_check
trans_index_monopoly_cyclo
transpose
unimodalp
vander
vertikal_sum
vexillaryp
vminus
vminus_hecke
vminus_tabloid
weight
weight_partition
wordoftableaux
young_character
young_polynom
zeilenanfang
zeilenende
zykelind_An
zykelind_Cn
zykelind_Dn
zykelind_Sn
zykelind_arb
zykeltyp
624 different helpfiles.
automatically generated on Wed Feb 11 16:32:02 CET 2004 on maschine btm2x3
Send comments or suggestions to:
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