four.at

Lines:
260
Definitions:
32
Dependencies:
coherent_characters.at
Source:
GitHub

Definitions

NameSignatureDescription
permute_characterM,CharacterTable ct,[int] char)=[int]:permute_character(M,ct.class_table,char)
four_inner_productsG,CharacterTable ct_G,[int] char_G)=
five_inner_productsG,CharacterTable ct_G,[int] char_G)=
five_inner_productsG,RealForm G_dual,CharacterTable ct_G,[int] char_G)=
five_inner_products_rG,RealForm G_dual,CharacterTable ct_G,[int] char_G)=
five_inner_productsG,RealForm G_dual,CharacterTable ct_G,[[int]] chars)=
five_inner_products_rG,RealForm G_dual,CharacterTable ct_G,[[int]] chars)=
special_charactersst)=[[int]]: for orbit in st.special_orbits do st.ct.characters[st.springer(orbit)]
show_big_tableG,RealForm G_dual,CharacterTable ct_G)=
show_big_table_rG,RealForm G_dual,CharacterTable ct_G)=
show_BXYI_tables(RealForm G, CharacterTable ct_G)=void:
show_X(RealForm G)=void:
show_BXYI_tables(RealForm G)=show_BXYI_tables(G,character_table(G))
show_big_table_rG,RealForm G_dual)=show_big_table_r(G,G_dual,G.character_table)
test_inv_conjG)=bool:
make_vectorp, [Param] list)=vec:
make_vectorP, [Param] list)=vec:
block_action_matrix_std([Param] bl, int s)=mat:
block_action_matrix_irr([Param] bl, int s)=mat:
show_four_inner_products_specialG,SpringerTable st_G,SpringerTable st_G_v)=
show_four_inner_products_specialG,RealForm G_dual,SpringerTable st_G,SpringerTable st_G_v)=
show_four_inner_products_specialG)=void:
show_four_inner_products_specialG,RealForm G_dual)=void:
gG,CharacterTable ct_G,[Param] parameters)=g(G,ct_G,parameters,G.dual_special_orbits)
gG)=
show_lusztig_sommers_cellsG,SpringerTable st_G,SpringerTable st_G_v,[ComplexNilpotent] dual_orbits)=void:
show_lusztig_sommers_cells
show_lusztig_sommers_cellG,SpringerTable st_G,SpringerTable st_G_v,ComplexNilpotent dual_orbit)=void:
show_lusztig_sommers_cellG, SpringerTable st_G,ComplexNilpotent O_v)=void:show_lusztig_sommers_cell(G,st_
show_lusztig_sommers_cellO_v)=void:show_lusztig_sommers_cell(O_v.root_datum.dual,O_v)
show_lusztig_sommers_cellsG,SpringerTable st_G)=void:show_lusztig_sommers_cells(G,st_G,G.dual.springer_ta
show_lusztig_sommers_cellsG)=void:show_lusztig_sommers_cells(G,G.springer_table,G.dual.springer_table,G.d