UMRK SQL Query

Example:

SELECT wrep_data.common_name AS "Macdonald Rep" , ss_data.cartan_type AS "F4 Subsystem"
FROM ss_data , wrep_data
WHERE ss_data.g = wrep_data.g AND ss_data.macdonald_rep = wrep_data.cw_idx AND wrep_data.g='F4'

For information on how to construct SQL queries, see e.g. http://www.postgresql.org/docs/8.1/static/sql.html or http://en.wikipedia.org/wiki/Sql.

UMRK Tables and Fields

Below [TBW] stands for some document To Be Written.

For instructions on how to access the UMRK database, consult [TBW].

g_data : g (text) cartan_class (text) rank (int) ebase (text) cartan_matrix (text) inv_cartan_matrix (text) pos_roots (text) highest_root (text) rho (text) exponents (text) coxeter_number (int) dual_root_system (text) connection_index (int) exponents (text) order_of_weyl_group (int) idx_of_coxeter_elt (text) idx_of_longest_elt (text) admissible_graphs (text)	orbit_data id (text) orbit_idx (int) common_name (text) cbc_parameters (text) weighted_dynkin_diagram (text) springer_rep (int) dim (int) pi1 (text) a (text) abar (text) orbits_immed_above (text) orbits_immed_below (text) spaltenstein_dual_orbit (int) barbasch_vogan_dual_orbit (text) special_orbit_above (int) producing_levi (int) producing_psilevis (text) inducing_levis (text) special_yn (int) richardson_yn (int)	wrep_data id (text) g (text) cw_idx (int) common_name (text) springer_parameters (text) orbit (int) local_system (text) dim (int) lowest_degree_of_fdp (int) fake_degree_poly_coeffs (text) generic_degree_poly_coeffs (text) dual_rep (int) special_rep_yn (int) orbit_rep_yn (int) macdonald_rep_yn (int) inducing_subsystems (text) irred_character (text) cell_id (int)
ss_data id (text) g (text) ss_idx (int) ibase (text) ebase (text) positive_roots (text) cartan_type (text) dim (int) coxeter_conj_class (int) macdonald_rep (int) levi_idx (int) psilevi_idx (int) closed_subsystem_yn (int) distinguished_subsets (text) bc_g_orbits (text) admissible_diagrams (text) res_matrix (text) adjoint_rep (text) lie_type (text) split_base (text):	levi_data id (text) g (text) levi_idx (int) ss_idx (int) ibase (text) ebase (text) dim (int) cartan_type (text) coxeter_conj_class (int) macdonald_rep (int) distinguished_subsets (text) bc_g_orbits (text) richardson_orbit (int) positive_roots (text)	psilevi_data id (text) g (text) levi_idx (int) ss_idx (int) ibase (text) ebase (text) dim (int) cartan_type (text) coxeter_conj_class (int) macdonald_rep (int) distinguished_subsets (text) bc_g_orbits (text) dj (integer)
realform_data id (text) rf_idx (int) g (text) g_R (text) K (text) K_R (text) Krep_p (text) dim_p (int) krep_k (text) dim_k (int) vogan_diagram (text) satake_diagram (text) rel_root_sys (text) real_rank (int) inner_class (int) compact_yn (int) split_yn (int) quasisplit_yn (int) equalrank_yn (int) complex_yn (int) hermitian_symmetric_yn (int) str_orth_seqs (text) seqs_of_prim_Ktypes (text) res_matrix (text)	wcc_data id (text) (PK) cw_idx (text) class_rep (text) length (int) admissible_diagrams (text) reflection_word_length (int) class_size (int) elt_order (int) characteristic_poly_coeffs (text)