Annotation of OpenXM_contrib2/asir2000/builtin/undocumented, Revision 1.1
1.1 ! noro 1: absintval",Pabsitv,1},
! 2: add_handler",Padd_handler,2},
! 3: add_minf",Padd_minf,2},
! 4: add_pinf",Padd_pinf,2},
! 5: afctr",Pafctr,2},
! 6: agcd",Pagcd,3},
! 7: ai",Pmpfr_ai},
! 8: asir_env",Pctrl,-2},
! 9: assoc",Passoc,2},
! 10: b_find_root_gf2n",Pfind_root_gf2n,1},
! 11: batch",Pbatch,2},
! 12: bconvmat_gf2n",Pbconvmat_gf2n,-4},
! 13: bininv_gf2n",Pbininv_gf2n,2},
! 14: bivariate_hensel_special",Pbivariate_hensel_special,6},
! 15: bload_cmo",Pbload_cmo,1},
! 16: bload_compat",Pbload_compat,1},
! 17: bload_enc",Pbload_enc,1},
! 18: bsave_cmo",Pbsave_cmo,2},
! 19: bsave_compat",Pbsave_compat,2},
! 20: bsave_enc",Pbsave_enc,2},
! 21: cadr",Pcadr,1},
! 22: cap",Pcap,2},
! 23: cddr",Pcddr,1},
! 24: ch_mv",Pch_mv,2},
! 25: chdir",Pchdir,1},
! 26: clear_handler",Pclear_handler,1},
! 27: clear_tb",Pclear_tb,1},
! 28: coef0",Pcoef0,-3},
! 29: coef_gf2n",Pcoef_gf2n,2},
! 30: comp_f",Pcomp_f,2},
! 31: copyright",Pcopyright,0},
! 32: cup",Pcup,2},
! 33: dalgtoup",Pdalgtoup,1},
! 34: dcurrenttime",Pdcurrenttime,0},
! 35: ddd",Pddd,2},
! 36: ddd_tab",Pddd_tab,2},
! 37: decomp",Pudecomp,2},
! 38: deglist",Pdeglist,2},
! 39: delete_history",Pdelete_history,-2},
! 40: delete_uc",Pdelete_uc,-1},
! 41: diam",Pwidth,1},
! 42: digamma",Pmpfr_gamma},
! 43: disintval",Pdisjitv,2},
! 44: disnan",Pdisnan,1},
! 45: distance",Pdistance,2},
! 46: div_minf",Pdiv_minf,2},
! 47: div_pinf",Pdiv_pinf,2},
! 48: dp_compute_essential_df",Pdp_compute_essential_df,2},
! 49: dp_compute_last_t",Pdp_compute_last_t,5},
! 50: dp_compute_last_w",Pdp_compute_last_w,5},
! 51: dp_cont",Pdp_cont,1},
! 52: dp_cri1",Pdp_cri1,2},
! 53: dp_cri2",Pdp_cri2,2},
! 54: dp_criB",Pdp_criB,3},
! 55: dp_dtov",Pdp_dtov,1},
! 56: dp_get_denomlist",Pdp_get_denomlist,0},
! 57: dp_gr_checklist",Pdp_gr_checklist,2},
! 58: dp_idiv",Pdp_idiv,2},
! 59: dp_initial_term",Pdp_initial_term,1},
! 60: dp_interreduce",Pdp_interreduce,3},
! 61: dp_inv_or_split",Pdp_inv_or_split,3},
! 62: dp_lnf_f",Pdp_lnf_f,2},
! 63: dp_lnf_mod",Pdp_lnf_mod,3},
! 64: dp_ltod",Pdp_ltod,-2},
! 65: dp_mdtod",Pdp_mdtod,1},
! 66: dp_minp",Pdp_minp,2},
! 67: dp_mono_raddec",Pdp_mono_raddec,2},
! 68: dp_mono_reduce",Pdp_mono_reduce,2},
! 69: dp_mul_trunc",Pdp_mul_trunc,3},
! 70: dp_nelim",Pdp_nelim,-1},
! 71: dp_nf_f",Pdp_nf_f,4},
! 72: dp_nf_tab_f",Pdp_nf_tab_f,2},
! 73: dp_nf_tab_mod",Pdp_nf_tab_mod,3},
! 74: dp_order",Pdp_order,1},
! 75: dp_ptozp2",Pdp_ptozp2,2},
! 76: dp_quo",Pdp_quo,2},
! 77: dp_red_coef",Pdp_red_coef,2},
! 78: dp_rref2",Pdp_rref2,2},
! 79: dp_sep",Pdp_sep,2},
! 80: dp_set_kara",Pdp_set_kara,-1},
! 81: dp_set_module_weight",Pdp_set_module_weight,-1},
! 82: dp_set_mpi",Pdp_set_mpi,-1},
! 83: dp_set_sugar",Pdp_set_sugar,2},
! 84: dp_set_top_weight",Pdp_set_top_weight,-1},
! 85: dp_set_weight",Pdp_set_weight,-1},
! 86: dp_sort",Pdp_sort,1},
! 87: dp_symb_add",Pdp_symb_add,2},
! 88: dp_tdiv",Pdp_tdiv,2},
! 89: dp_true_nf_and_quotient_marked",Pdp_true_nf_and_quotient_marked,4},
! 90: dp_true_nf_and_quotient_marked_mod",Pdp_true_nf_and_quotient_marked_mod,5},
! 91: dp_true_nf_marked",Pdp_true_nf_marked,4},
! 92: dp_true_nf_marked_mod",Pdp_true_nf_marked_mod,5},
! 93: dp_true_nf_mod",Pdp_true_nf_mod,5},
! 94: dp_weyl_act",Pdp_weyl_act,2},
! 95: dp_weyl_mul",Pdp_weyl_mul,2},
! 96: dp_weyl_mul_mod",Pdp_weyl_mul_mod,3},
! 97: dp_weyl_nf",Pdp_weyl_nf,4},
! 98: dp_weyl_nf_f",Pdp_weyl_nf_f,4},
! 99: dp_weyl_nf_mod",Pdp_weyl_nf_mod,5},
! 100: dp_weyl_red",Pdp_weyl_red,3},
! 101: dp_weyl_set_weight",Pdp_weyl_set_weight,-1},
! 102: dp_weyl_sp",Pdp_weyl_sp,2},
! 103: dpv_hc",Pdpv_hc,1},
! 104: dpv_hm",Pdpv_hm,1},
! 105: dpv_ht",Pdpv_ht,1},
! 106: dpv_ord",Pdpv_ord,-2},
! 107: ecm_compute_all_key_homo_ff",Pecm_compute_all_key_homo_ff,1},
! 108: ecm_count_order",Pecm_count_order,1},
! 109: ecm_find_match",Pecm_find_match,2},
! 110: ecm_set_addcounter",Pecm_set_addcounter,-1},
! 111: eint",Pmpfr_eint},
! 112: erf",Pmpfr_erf},
! 113: error3",Perror3,3},
! 114: eval_quote",Peval_quote,-2},
! 115: eval_variables_in_quote",Peval_variables_in_quote,1},
! 116: exponent_vector",Pexponent_vector,-99999999},
! 117: flatten_quote",Pflatten_quote,-2},
! 118: flinsolve",Pflinsolve,2},
! 119: floor",Pmpfr_floor},
! 120: fmultest",Pfmultest,3},
! 121: fprintf",Pfprintf,-99999999},
! 122: ftest",Pftest,2},
! 123: funargs_ext",Pfunargs_ext,1},
! 124: funargs_to_quote",Pfunargs_to_quote,1},
! 125: gamma",Pmpfr_gamma},
! 126: gc",Pgc,0},
! 127: gcd_gf2n",Pgcd_gf2n,2},
! 128: generic_gauss_elim_mod",Pgeneric_gauss_elim_mod,2},
! 129: generic_pwrmod_ff",Pgeneric_pwrmod_ff,3},
! 130: geninv_sf_swap",Pgeninv_sf_swap,1},
! 131: geninvm",Pgeninvm,2},
! 132: geninvm_swap",Pgeninvm_swap,2},
! 133: get_addr",Pget_addr,1},
! 134: get_element_at",Pget_element_at,2},
! 135: get_element_names",Pget_element_names,1},
! 136: get_field_defpoly",Pget_field_defpoly,1},
! 137: get_field_generator",Pget_field_generator,1},
! 138: get_function_name",Pget_function_name,1},
! 139: get_next_fft_prime",Pget_next_fft_prime,2},
! 140: get_quote_id",Pget_quote_id,1},
! 141: get_struct_name",Pget_struct_name,1},
! 142: get_word",Pget_word,1},
! 143: getpid",Pgetpid,0},
! 144: gf2ntovect",Pgf2ntovect,1},
! 145: gfpntop",Pgfpntop,-2},
! 146: harmonic_mul",Pharmonic_mul,2},
! 147: headsgn",Pheadsgn,1},
! 148: hex_dump",Phex_dump,2},
! 149: hfmul_lm",Phfmul_lm,2},
! 150: homogeneous_deg",Phomogeneous_deg,-2},
! 151: homogeneous_part",Phomogeneous_part,-3},
! 152: homogenize",Phomogenize,3},
! 153: ifcheck",Pifcheck,-7},
! 154: import",Pimport,-1},
! 155: indep_rows_mod",Pindep_rows_mod,2},
! 156: inf",Pinf,1},
! 157: inintval",Pinitv,2},
! 158: inttorat",Pinttorat,3},
! 159: intval",Pitv,-2},
! 160: intvalbf",Pitvbf,-2},
! 161: intvald",Pitvd,-2},
! 162: inv_or_split_dalg",Pinv_or_split_dalg,1},
! 163: inva_mod",Pinva_mod,3},
! 164: invalg_chrem",Pinvalg_chrem,2},
! 165: invalg_le",Pinvalg_le,1},
! 166: invtest_gf2n",Pinvtest_gf2n,1},
! 167: iqr",Piqr,2},
! 168: irred_check",Pirred_check,2},
! 169: irredpoly_up2",Pirredpoly_up2,2},
! 170: is_irred_ddd_gf2",Pis_irred_ddd_gf2,1},
! 171: is_irred_gf2",Pis_irred_gf2,1},
! 172: itv",Pitv,-2},
! 173: itvbf",Pitvbf,-2},
! 174: itvd",Pitvd,-2},
! 175: iversion",Pitvversion,0},
! 176: j0",Pmpfr_j0},
! 177: j1",Pmpfr_j1},
! 178: kgeneric_pwrmod_lm",Pkgeneric_pwrmod_lm,3},
! 179: kmulum",Pkmulum,3},
! 180: kpwrmod_lm",Pkpwrmod_lm,1},
! 181: kpwrtab_lm",Pkpwrtab_lm,2},
! 182: ksquareum",Pksquareum,2},
! 183: lazy_ff",Plazy_lm,1},
! 184: lazy_lm",Plazy_lm,1},
! 185: leqm",Pleqm,2},
! 186: leqm1",Pleqm1,2},
! 187: li2",Pmpfr_li2},
! 188: list_handler",Plist_handler,1},
! 189: lngamma",Pmpfr_gamma},
! 190: loadfiles",Ploadfiles,1},
! 191: lu_gfmmat",Plu_gfmmat,2},
! 192: lu_mat",Plu_mat,1},
! 193: lusolve_main",Plusolve_main,1},
! 194: lusolve_prep",Plusolve_prep,1},
! 195: mainalg",Pmainalg,1},
! 196: mapat",Pmapat,-99999999},
! 197: mat_col",Pmat_col,2},
! 198: mat_swap_col_destructive",Pmat_swap_col_destructive,3},
! 199: mat_swap_row_destructive",Pmat_swap_row_destructive,3},
! 200: mat_to_gfmmat",Pmat_to_gfmmat,2},
! 201: maxblen",Pmaxblen,1},
! 202: memoryplot_to_coord",Pmemoryplot_to_coord,1},
! 203: mergelist",Pmergelist,2},
! 204: mid",Pmid,1},
! 205: mpfr_ai",Pmpfr_ai,-2},
! 206: mpfr_ceil",Pmpfr_ceil,-2},
! 207: mpfr_digamma",Pmpfr_gamma,-2},
! 208: mpfr_eint",Pmpfr_eint,-2},
! 209: mpfr_erf",Pmpfr_erf,-2},
! 210: mpfr_erfc",Pmpfr_erfc,-2},
! 211: mpfr_floor",Pmpfr_floor,-2},
! 212: mpfr_gamma",Pmpfr_gamma,-2},
! 213: mpfr_j0",Pmpfr_j0,-2},
! 214: mpfr_j1",Pmpfr_j1,-2},
! 215: mpfr_li2",Pmpfr_li2,-2},
! 216: mpfr_lngamma",Pmpfr_gamma,-2},
! 217: mpfr_round",Pmpfr_round,-2},
! 218: mpfr_y0",Pmpfr_y0,-2},
! 219: mpfr_y1",Pmpfr_y1,-2},
! 220: mpfr_zeta",Pmpfr_zeta,-2},
! 221: mul_mat_vect_int",Pmul_mat_vect_int,2},
! 222: mul_minf",Pmul_minf,2},
! 223: mul_pinf",Pmul_pinf,2},
! 224: mul_trunc",Pmul_trunc,3},
! 225: mul_vect_mat_gf2n",Pmul_vect_mat_gf2n,2},
! 226: mulmat_gf2n",Pmulmat_gf2n,1},
! 227: multest_gf2n",Pmultest_gf2n,2},
! 228: nbmul_gf2n",PNBmul_gf2n,3},
! 229: nbpoly_up2",Pnbpoly_up2,2},
! 230: nconc",Pnconc,2},
! 231: nd_btog",Pnd_btog,-6},
! 232: nd_gr_postproc",Pnd_gr_postproc,5},
! 233: nd_gr_recompute_trace",Pnd_gr_recompute_trace,5},
! 234: nd_nf",Pnd_nf,5},
! 235: nd_res",Pnd_res,-4},
! 236: nd_weyl_gr_postproc",Pnd_weyl_gr_postproc,5},
! 237: nd_weyl_nf",Pnd_weyl_nf,5},
! 238: newddd",Pnewddd,2},
! 239: nextvect1",Pnextvect1,2},
! 240: nez",Pnez,1},
! 241: nfctr_mod",Pnfctr_mod,2},
! 242: nqt_comp",Pnqt_comp,2},
! 243: nqt_match",Pnqt_match,-3},
! 244: nqt_match_rewrite",Pnqt_match_rewrite,3},
! 245: nqt_weight",Pnqt_weight,1},
! 246: null_command",Pnull_command,-99999},
! 247: nullspace",Pnullspace,3},
! 248: nullspace_ff",Pnullspace_ff,1},
! 249: objtoquote",Pobjtoquote,1},
! 250: opt",Popt,1},
! 251: p_mag",Pp_mag,1},
! 252: partial_derivative",Ppartial_derivative,2},
! 253: pause",Ppause,0},
! 254: peek",Ppeek,1},
! 255: poke",Ppoke,2},
! 256: prem",Pprem,-3},
! 257: printf",Pprintf,-99999999},
! 258: printmode",Pprintmode,1},
! 259: ptogfpn",Pptogfpn,1},
! 260: put_element_at",Pput_element_at,3},
! 261: put_word",Pput_word,2},
! 262: pwd",Pgetcwd,0},
! 263: pwr_mod",Ppwr_mod,6},
! 264: pwrmod_ff",Ppwrmod_ff,1},
! 265: pwrtab_ff",Ppwrtab_ff,2},
! 266: qt_is_coef",Pqt_is_coef,1},
! 267: qt_is_dependent",Pqt_is_dependent,2},
! 268: qt_is_function",Pqt_is_function,1},
! 269: qt_is_integer",Pqt_is_integer,1},
! 270: qt_is_number",Pqt_is_number,1},
! 271: qt_is_rational",Pqt_is_rational,1},
! 272: qt_is_var",Pqt_is_var,1},
! 273: qt_match",Pqt_match,2},
! 274: qt_normalize",Pqt_normalize,-2},
! 275: qt_set_coef",Pqt_set_coef,-1},
! 276: qt_set_ord",Pqt_set_ord,-1},
! 277: qt_set_weight",Pqt_set_weight,-1},
! 278: qt_to_bin",Pqt_to_bin,2},
! 279: qt_to_nary",Pqt_to_nary,1},
! 280: qt_to_nbp",Pqt_to_nbp,1},
! 281: quo_trunc",Pquo_trunc,2},
! 282: quote_to_funargs",Pquote_to_funargs,1},
! 283: quotetolist",Pquotetolist,1},
! 284: quotetotex",Pquotetotex,1},
! 285: quotetotex_env",Pquotetotex_env,-99999999},
! 286: quotetotex_tb",Pquotetotex_tb,2},
! 287: range",Prange,2},
! 288: ranp",Pranp,2},
! 289: rdiff",Prderiv,-99999999},
! 290: re_mv",Pre_mv,2},
! 291: redc",Predc,2},
! 292: remainder",Premainder,2},
! 293: remove_vars",Premove_vars,1},
! 294: reorder",Preorder,3},
! 295: replca",Preplca,2},
! 296: replcd",Preplcd,2},
! 297: resfmain",Presfmain,4},
! 298: rinvtest_gf2n",Prinvtest_gf2n,0},
! 299: rk_ratmat",Prk_ratmat,7},
! 300: round",Pmpfr_round},
! 301: rtostr",Prtostr,1},
! 302: sdiv_gf2n",Psdiv_gf2n,2},
! 303: sdivm",Psdivm,-4},
! 304: send_progress",Psend_progress,-2},
! 305: separate_vect",Pseparate_vect,1},
! 306: sepmat_destructive",Psepmat_destructive,2},
! 307: sepvect",Psepvect,2},
! 308: set_print_function",Pset_print_function,-1},
! 309: set_secure_flag",Pset_secure_flag,-2},
! 310: set_secure_mode",Pset_secure_mode,-1},
! 311: set_up2kara",Pset_up2kara,-1},
! 312: setround",Psetround,-1},
! 313: sf_embed",Psf_embed,3},
! 314: sf_find_root",Psf_find_root,1},
! 315: sf_galois_action",Psf_galois_action,2},
! 316: sf_log",Psf_log,1},
! 317: sf_minipoly",Psf_minipoly,2},
! 318: sfbfctr",Psfbfctr,-4},
! 319: sfcont",Psfcont,-2},
! 320: sfgcd",Psfgcd,2},
! 321: sfmintdeg",Psfmintdeg,5},
! 322: sfptopsfp",Psfptopsfp,2},
! 323: sfsqfr",Psfsqfr,1},
! 324: sfufctr",Psfufctr,1},
! 325: sfuhensel",Psfuhensel,4},
! 326: sha1",Psha1,-2},
! 327: sha1_free",Psha1_free,1},
! 328: shell",Pshell,-2},
! 329: shuffle_mul",Pshuffle_mul,2},
! 330: simple_is_eq",Psimple_is_eq,2},
! 331: small_jacobi",Psmall_jacobi,2},
! 332: solve_by_lu_gfmmat",Psolve_by_lu_gfmmat,4},
! 333: solve_linear_equation_gf2n",Psolve_linear_equation_gf2n,1},
! 334: sort_ktarray",Psort_ktarray,2},
! 335: sparsemod_gf2n",Psparsemod_gf2n,-1},
! 336: sprintf",Psprintf,-99999999},
! 337: sqr",Psqr,-3},
! 338: squaretest_gf2n",Psquaretest_gf2n,1},
! 339: srcr",Psrcr,3},
! 340: srem_gf2n",Psrem_gf2n,2},
! 341: srem_mod",Psrem_mod,3},
! 342: sremainder",Psremainder,2},
! 343: string_to_tb",Pstring_to_tb,1},
! 344: sub_minf",Psub_minf,2},
! 345: sub_pinf",Psub_pinf,2},
! 346: subst_quote",Psubst_quote,-99999999},
! 347: substf",Psubstf,-99999999},
! 348: substr2np",Psubstr2np,-3},
! 349: sumi_symbolic",Psumi_symbolic,5},
! 350: sumi_updatepairs",Psumi_updatepairs,3},
! 351: sup",Psup,1},
! 352: tb_to_string",Ptb_to_string,1},
! 353: todouble",Ptodouble,1},
! 354: toplevel",Ptoplevel,-1},
! 355: tracemod_gf2n",Ptracemod_gf2n,3},
! 356: trunc",Putrunc,2},
! 357: type_t_NB",Ptype_t_NB,2},
! 358: uadj_coef",Puadj_coef,3},
! 359: uhensel",Puhensel,4},
! 360: uhensel_incremental",Puhensel_incremental,5},
! 361: umul_specialmod",Pumul_specialmod,3},
! 362: up2_init_eg",Pup2_init_eg,0},
! 363: up2_inv",Pup2_inv,2},
! 364: up2_show_eg",Pup2_show_eg,0},
! 365: usquare_specialmod",Pusquare_specialmod,2},
! 366: utmul_specialmod",Putmul_specialmod,4},
! 367: vars_recursive",Pvars_recursive,1},
! 368: width",Pwidth,1},
! 369: write_to_tb",Pwrite_to_tb,2},
! 370: x962_irredpoly_up2",Px962_irredpoly_up2,2},
! 371: xpause",Pxpause,0},
! 372: y0",Pmpfr_y0},
! 373: y1",Pmpfr_y1},
! 374: zadd",Pzadd,2},
! 375: zeta",Pmpfr_zeta},
! 376: zmul",Pzmul,2},
! 377: zsub",Pzsub,2},
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