1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103 104 105 106 107 108 109 110 111 112 113 114 115 116 117 118 119 120 121 122 123 124 125 126 127 128 129 130 131 132 133 134 135 136 137 138 139 140 141 142 143 144 145 146 147 148 149 150 151 152 153 154 155 156 157 158 159 160 161 162 163 164 165 166 167 168 169 170 171 172 173 174 175 176 177 178 179 180 181 182 183 184 185 186 187 188 189 190 191 192 193 194 195 196 197 198 199 200 201 202 203 204 205 206 207 208 209 210 211 212 213 214 215 216 217 218 219 220 221 222 223 224 225 226 227 228 229 230 231 232 233 234 235 236 237 238 239 240 241 242 243 244 245 246 247 248 249 250 251 252 253 254 255 256 257 258 259 260 261 262 263 264 265 266 267 268 269 270 271 272 273 274 275 276 277 278 279 280 281 282 283 284 285 286 287 288 289 290 291 292 293 294 295 296 297 298 299 300 301 302 303 304 305 306 307 308 309 310 311 312 313 314 315 316 317 318 319 320 321 322 323 324 325 326 327 328 329 330 331 332 333 334 335 336 337 338 339 340 341 342 343 344 345 346 347 348 349 350 351 352 353 354 355 356 357 358 359 360 361 362 363 364 365 366 367 368 369 370 371 372 373 374 375 376 377 378 379 380 381 382 383 384 385 386 387 388 389 390 391 392 393 394 395 396 397 398 399 400 401 402 403 404 405 406 407 408 409 410 411 412 413 414 415 416 417 418 419 420 421 422 423 424 425 426 427 428 429 430 431 432 433 434 435 436 437 438 439 440 441 442 443 444 445 446 447 448 449 450 451 452 453 454 455 456 457 458 459 460 461 462 463 464 465 466 467 468 469 470 471 472 473 474 475 476 477 478 479 480 481 482 483 484 485 486 487 488 489 490 491 492 493 494 495 496 497 498 499 500 501 502 503 504 505 506 507 508 509 510 511 512 513 514 515 516 517 518 519 520 521 522 523 524 525 526 527 528 529 530 531 532 533 534 535 536 537 538 539 540 541 542 543 544 545 546 547 548 549 550 551 552 553 554 555 556 557 558 559 560 561 562 563 564 565 566 567 568 569 570 571 572 573 574 575 576 577 578 579 580 581 582 583 584 585 586 587 588 589 590 591 592 593 594 595 596 597 598 599 600 601 602 603 604 605 606 607 608 609 610 611 612 613 614 615 616 617 618 619 620 621 622 623 624 625 626 627 628 629 630 631 632 633 634 635 636 637 638 639 640 641 642 643 644 645 646 647 648 649 650 651 652 653 654 655 656
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function [S name kind Problem] = dimacs10 (matrix)
%DIMACS10 returns a graph from the DIMACS10 test set, via the SuiteSparse Collection.
% The original graphs are at http://www.cc.gatech.edu/dimacs10 ; this function
% downloads them from the SuiteSparse Matrix Collection, converting them as
% needed.
%
% [S name kind Problem] = dimacs10 (matrix) ;
% index = dimacs10 ;
%
% matrix: either an integer in the range 1:212 (the number of graphs in the
% DIMACS10 collection), or a string with the name of a DIMACS10 graph.
%
% S: adjacency matrix of the DIMACS10 graph.
% name: DIMACS10 name of the graph. The name of the graph in
% the SuiteSparse Matrix Collection is Problem.name.
% kind: a string describing the DIMACS10 graph:
% 'undirected multigraph'. S(i,j) is the # of edges (i,j). Only a
% multigraph can have self-edges (diag (S)).
% 'undirected weighted graph'. S(i,j) is the weight of edge (i,j).
% 'undirected graph'. S is binary.
% Problem: a struct containing the source of the DIMACS10 graph, containing
% the matrix Problem.A. The graph S is always symmetric, but Problem.A
% might be unsymmetric. This function performs all the necessary
% conversions to obtain the DIMACS10 graph.
%
% If the nodes of S have xy or xyz coordinates, they are returned in
% Problem.aux.coord as an n-by-2 or n-by-3 matrix, where n = size(S,1).
% Otherwise, Problem.aux will not be present in the Problem struct.
% Nodeweights are present in Problem.aux, as nodevalue or (for the
% redistricting problems) population and area.
%
% With no input arguments, an index of the DIMACS10 graphs is returned.
%
% Example
%
% % read in the same graph in two different ways
% S = dimacs10 (1)
% S = dimacs10 ('adjnoun')
%
% % read in all 212 graphs, in increasing order of nnz(S)
% index = dimacs10 ;
% [~,list] = sort (index.nnz) ;
% for id = list'
% [S name kind] = dimacs10 (id) ;
% fprintf ('%s : %s : n: %d nnz %d\n', name, kind, size(S,1), nnz(S)) ;
% spy (S) ;
% drawnow
% end
%
% To write the resulting DIMACS10 graph to a Matrix Market or Rutherford/Boeing
% file for use outside of MATLAB, see sswrite in the
% SuiteSparse/SuiteSparseCollection toolbox.
%
% See also gallery, ssget.
% DIMACS10, Copyright (c) 2011, Timothy A Davis. All Rights Reserved.
% SPDX-License-Identifier: BSD-3-clause
% matrices 139 to 212 added in July 2012
% not yet in the collection (too large): clustering/uk-2007-05
% DIMACS graph SuiteSparse Matrix
% (empty if in DIMACS10/ group)
graphs = {
'clustering/adjnoun', 'Newman/adjnoun'
'clustering/as-22july06', 'Newman/as-22july06'
'clustering/astro-ph', 'Newman/astro-ph'
'clustering/caidaRouterLevel', [ ]
'clustering/celegans_metabolic', 'Arenas/celegans_metabolic'
'clustering/celegansneural', 'Newman/celegansneural'
'clustering/chesapeake', [ ]
'clustering/cnr-2000', 'LAW/cnr-2000'
'clustering/cond-mat-2003', 'Newman/cond-mat-2003'
'clustering/cond-mat-2005', 'Newman/cond-mat-2005'
'clustering/cond-mat', 'Newman/cond-mat'
'clustering/dolphins', 'Newman/dolphins'
'clustering/email', 'Arenas/email'
'clustering/eu-2005', 'LAW/eu-2005'
'clustering/football', 'Newman/football'
'clustering/hep-th', 'Newman/hep-th'
'clustering/in-2004', 'LAW/in-2004'
'clustering/jazz', 'Arenas/jazz'
'clustering/karate', 'Newman/karate'
'clustering/lesmis', 'Newman/lesmis'
'clustering/netscience', 'Newman/netscience'
'clustering/PGPgiantcompo', 'Arenas/PGPgiantcompo'
'clustering/polblogs', 'Newman/polblogs'
'clustering/polbooks', 'Newman/polbooks'
'clustering/power', 'Newman/power'
'clustering/road_central', [ ]
'clustering/road_usa', [ ]
'coauthor/citationCiteseer', [ ]
'coauthor/coAuthorsCiteseer', [ ]
'coauthor/coAuthorsDBLP', [ ]
'coauthor/coPapersCiteseer', [ ]
'coauthor/coPapersDBLP', [ ]
'delaunay/delaunay_n10', [ ]
'delaunay/delaunay_n11', [ ]
'delaunay/delaunay_n12', [ ]
'delaunay/delaunay_n13', [ ]
'delaunay/delaunay_n14', [ ]
'delaunay/delaunay_n15', [ ]
'delaunay/delaunay_n16', [ ]
'delaunay/delaunay_n17', [ ]
'delaunay/delaunay_n18', [ ]
'delaunay/delaunay_n19', [ ]
'delaunay/delaunay_n20', [ ]
'delaunay/delaunay_n21', [ ]
'delaunay/delaunay_n22', [ ]
'delaunay/delaunay_n23', [ ]
'delaunay/delaunay_n24', [ ]
'dyn-frames/hugebubbles-00000', [ ]
'dyn-frames/hugebubbles-00010', [ ]
'dyn-frames/hugebubbles-00020', [ ]
'dyn-frames/hugetrace-00000', [ ]
'dyn-frames/hugetrace-00010', [ ]
'dyn-frames/hugetrace-00020', [ ]
'dyn-frames/hugetric-00000', [ ]
'dyn-frames/hugetric-00010', [ ]
'dyn-frames/hugetric-00020', [ ]
'kronecker/kron_g500-logn16', [ ]
'kronecker/kron_g500-logn17', [ ]
'kronecker/kron_g500-logn18', [ ]
'kronecker/kron_g500-logn19', [ ]
'kronecker/kron_g500-logn20', [ ]
'kronecker/kron_g500-logn21', [ ]
'kronecker/kron_g500-simple-logn16', 'DIMACS10/kron_g500-logn16'
'kronecker/kron_g500-simple-logn17', 'DIMACS10/kron_g500-logn17'
'kronecker/kron_g500-simple-logn18', 'DIMACS10/kron_g500-logn18'
'kronecker/kron_g500-simple-logn19', 'DIMACS10/kron_g500-logn19'
'kronecker/kron_g500-simple-logn20', 'DIMACS10/kron_g500-logn20'
'kronecker/kron_g500-simple-logn21', 'DIMACS10/kron_g500-logn21'
'matrix/af_shell10', 'Schenk_AFE/af_shell10'
'matrix/af_shell9', 'Schenk_AFE/af_shell9'
'matrix/audikw1', 'GHS_psdef/audikw_1'
'matrix/cage15', 'vanHeukelum/cage15'
'matrix/ecology1', 'McRae/ecology1'
'matrix/ecology2', 'McRae/ecology2'
'matrix/G3_circuit', 'AMD/G3_circuit'
'matrix/kkt_power', 'Zaoui/kkt_power'
'matrix/ldoor', 'GHS_psdef/ldoor'
'matrix/nlpkkt120', 'Schenk/nlpkkt120'
'matrix/nlpkkt160', 'Schenk/nlpkkt160'
'matrix/nlpkkt200', 'Schenk/nlpkkt200'
'matrix/nlpkkt240', 'Schenk/nlpkkt240'
'matrix/thermal2', 'Schmid/thermal2'
'numerical/adaptive', [ ]
'numerical/channel-500x100x100-b050', [ ]
'numerical/packing-500x100x100-b050', [ ]
'numerical/venturiLevel3', [ ]
'random/rgg_n_2_15_s0', [ ]
'random/rgg_n_2_16_s0', [ ]
'random/rgg_n_2_17_s0', [ ]
'random/rgg_n_2_18_s0', [ ]
'random/rgg_n_2_19_s0', [ ]
'random/rgg_n_2_20_s0', [ ]
'random/rgg_n_2_21_s0', [ ]
'random/rgg_n_2_22_s0', [ ]
'random/rgg_n_2_23_s0', [ ]
'random/rgg_n_2_24_s0', [ ]
'streets/asia_osm', [ ]
'streets/belgium_osm', [ ]
'streets/europe_osm', [ ]
'streets/germany_osm', [ ]
'streets/great-britain_osm', [ ]
'streets/italy_osm', [ ]
'streets/luxembourg_osm', [ ]
'streets/netherlands_osm', [ ]
'walshaw/144', [ ]
'walshaw/3elt', 'AG-Monien/3elt'
'walshaw/4elt', 'Pothen/barth5'
'walshaw/598a', [ ]
'walshaw/add20', 'Hamm/add20'
'walshaw/add32', 'Hamm/add32'
'walshaw/auto', [ ]
'walshaw/bcsstk29', 'HB/bcsstk29'
'walshaw/bcsstk30', 'HB/bcsstk30'
'walshaw/bcsstk31', 'HB/bcsstk31'
'walshaw/bcsstk32', 'HB/bcsstk32'
'walshaw/bcsstk33', 'HB/bcsstk33'
'walshaw/brack2', 'AG-Monien/brack2'
'walshaw/crack', 'AG-Monien/crack'
'walshaw/cs4', [ ]
'walshaw/cti', [ ]
'walshaw/data', [ ]
'walshaw/fe_4elt2', [ ]
'walshaw/fe_body', [ ]
'walshaw/fe_ocean', [ ]
'walshaw/fe_pwt', 'Pothen/pwt'
'walshaw/fe_rotor', [ ]
'walshaw/fe_sphere', [ ]
'walshaw/fe_tooth', [ ]
'walshaw/finan512', 'Mulvey/finan512'
'walshaw/m14b', [ ]
'walshaw/memplus', 'Hamm/memplus'
'walshaw/t60k', [ ]
'walshaw/uk', [ ]
'walshaw/vibrobox', 'Cote/vibrobox'
'walshaw/wave', 'AG-Monien/wave'
'walshaw/whitaker3', 'AG-Monien/whitaker3'
'walshaw/wing', [ ]
'walshaw/wing_nodal', [ ]
'clustering/G_n_pin_pout', [ ]
'clustering/preferentialAttachment', [ ]
'clustering/smallworld', [ ]
'clustering/uk-2002', 'LAW/uk-2002'
'numerical/333SP', [ ]
'numerical/AS365', [ ]
'numerical/M6', [ ]
'numerical/NACA0015', [ ]
'numerical/NLR', [ ]
'redistrict/ak2010', [ ]
'redistrict/al2010', [ ]
'redistrict/ar2010', [ ]
'redistrict/az2010', [ ]
'redistrict/ca2010', [ ]
'redistrict/co2010', [ ]
'redistrict/ct2010', [ ]
'redistrict/de2010', [ ]
'redistrict/fl2010', [ ]
'redistrict/ga2010', [ ]
'redistrict/hi2010', [ ]
'redistrict/ia2010', [ ]
'redistrict/id2010', [ ]
'redistrict/il2010', [ ]
'redistrict/in2010', [ ]
'redistrict/ks2010', [ ]
'redistrict/ky2010', [ ]
'redistrict/la2010', [ ]
'redistrict/ma2010', [ ]
'redistrict/md2010', [ ]
'redistrict/me2010', [ ]
'redistrict/mi2010', [ ]
'redistrict/mn2010', [ ]
'redistrict/mo2010', [ ]
'redistrict/ms2010', [ ]
'redistrict/mt2010', [ ]
'redistrict/nc2010', [ ]
'redistrict/nd2010', [ ]
'redistrict/ne2010', [ ]
'redistrict/nh2010', [ ]
'redistrict/nj2010', [ ]
'redistrict/nm2010', [ ]
'redistrict/nv2010', [ ]
'redistrict/ny2010', [ ]
'redistrict/oh2010', [ ]
'redistrict/ok2010', [ ]
'redistrict/or2010', [ ]
'redistrict/pa2010', [ ]
'redistrict/ri2010', [ ]
'redistrict/sc2010', [ ]
'redistrict/sd2010', [ ]
'redistrict/tn2010', [ ]
'redistrict/tx2010', [ ]
'redistrict/ut2010', [ ]
'redistrict/va2010', [ ]
'redistrict/vt2010', [ ]
'redistrict/wa2010', [ ]
'redistrict/wi2010', [ ]
'redistrict/wv2010', [ ]
'redistrict/wy2010', [ ]
'star-mixtures/vsp_barth5_1Ksep_50in_5Kout', [ ]
'star-mixtures/vsp_bcsstk30_500sep_10in_1Kout', [ ]
'star-mixtures/vsp_befref_fxm_2_4_air02', [ ]
'star-mixtures/vsp_bump2_e18_aa01_model1_crew1', [ ]
'star-mixtures/vsp_c-30_data_data', [ ]
'star-mixtures/vsp_c-60_data_cti_cs4', [ ]
'star-mixtures/vsp_data_and_seymourl', [ ]
'star-mixtures/vsp_finan512_scagr7-2c_rlfddd', [ ]
'star-mixtures/vsp_mod2_pgp2_slptsk', [ ]
'star-mixtures/vsp_model1_crew1_cr42_south31', [ ]
'star-mixtures/vsp_msc10848_300sep_100in_1Kout', [ ]
'star-mixtures/vsp_p0291_seymourl_iiasa', [ ]
'star-mixtures/vsp_sctap1-2b_and_seymourl', [ ]
'star-mixtures/vsp_south31_slptsk', [ ]
'star-mixtures/vsp_vibrobox_scagr7-2c_rlfddd', [ ]
} ;
%-------------------------------------------------------------------------------
% return the index, if requested
%-------------------------------------------------------------------------------
multigraph = 57:62 ;
weightedgraph = [ 6 20 148:197 ] ;
ngraphs = size (graphs,1) ;
if (nargin == 0)
n_nnz = [
112 850 % 1 : clustering/adjnoun
22963 96872 % 2 : clustering/as-22july06
16706 242502 % 3 : clustering/astro-ph
192244 1218132 % 4 : clustering/caidaRouterLevel
453 4050 % 5 : clustering/celegans_metabolic
297 4296 % 6 : clustering/celegansneural
39 340 % 7 : clustering/chesapeake
325557 5477938 % 8 : clustering/cnr-2000
31163 240058 % 9 : clustering/cond-mat-2003
40421 351382 % 10 : clustering/cond-mat-2005
16726 95188 % 11 : clustering/cond-mat
62 318 % 12 : clustering/dolphins
1133 10902 % 13 : clustering/email
862664 32276936 % 14 : clustering/eu-2005
115 1226 % 15 : clustering/football
8361 31502 % 16 : clustering/hep-th
1382908 27182946 % 17 : clustering/in-2004
198 5484 % 18 : clustering/jazz
34 156 % 19 : clustering/karate
77 508 % 20 : clustering/lesmis
1589 5484 % 21 : clustering/netscience
10680 48632 % 22 : clustering/PGPgiantcompo
1490 33430 % 23 : clustering/polblogs
105 882 % 24 : clustering/polbooks
4941 13188 % 25 : clustering/power
14081816 33866826 % 26 : clustering/road_central
23947347 57708624 % 27 : clustering/road_usa
268495 2313294 % 28 : coauthor/citationCiteseer
227320 1628268 % 29 : coauthor/coAuthorsCiteseer
299067 1955352 % 30 : coauthor/coAuthorsDBLP
434102 32073440 % 31 : coauthor/coPapersCiteseer
540486 30491458 % 32 : coauthor/coPapersDBLP
1024 6112 % 33 : delaunay/delaunay_n10
2048 12254 % 34 : delaunay/delaunay_n11
4096 24528 % 35 : delaunay/delaunay_n12
8192 49094 % 36 : delaunay/delaunay_n13
16384 98244 % 37 : delaunay/delaunay_n14
32768 196548 % 38 : delaunay/delaunay_n15
65536 393150 % 39 : delaunay/delaunay_n16
131072 786352 % 40 : delaunay/delaunay_n17
262144 1572792 % 41 : delaunay/delaunay_n18
524288 3145646 % 42 : delaunay/delaunay_n19
1048576 6291372 % 43 : delaunay/delaunay_n20
2097152 12582816 % 44 : delaunay/delaunay_n21
4194304 25165738 % 45 : delaunay/delaunay_n22
8388608 50331568 % 46 : delaunay/delaunay_n23
16777216 100663202 % 47 : delaunay/delaunay_n24
18318143 54940162 % 48 : dyn-frames/hugebubbles-00000
19458087 58359528 % 49 : dyn-frames/hugebubbles-00010
21198119 63580358 % 50 : dyn-frames/hugebubbles-00020
4588484 13758266 % 51 : dyn-frames/hugetrace-00000
12057441 36164358 % 52 : dyn-frames/hugetrace-00010
16002413 47997626 % 53 : dyn-frames/hugetrace-00020
5824554 17467046 % 54 : dyn-frames/hugetric-00000
6592765 19771708 % 55 : dyn-frames/hugetric-00010
7122792 21361554 % 56 : dyn-frames/hugetric-00020
65536 4912469 % 57 : kronecker/kron_g500-logn16
131072 10228360 % 58 : kronecker/kron_g500-logn17
262144 21165908 % 59 : kronecker/kron_g500-logn18
524288 43562265 % 60 : kronecker/kron_g500-logn19
1048576 89239674 % 61 : kronecker/kron_g500-logn20
2097152 182082942 % 62 : kronecker/kron_g500-logn21
65536 4912142 % 63 : kronecker/kron_g500-simple-logn16
131072 10227970 % 64 : kronecker/kron_g500-simple-logn17
262144 21165372 % 65 : kronecker/kron_g500-simple-logn18
524288 43561574 % 66 : kronecker/kron_g500-simple-logn19
1048576 89238804 % 67 : kronecker/kron_g500-simple-logn20
2097152 182081864 % 68 : kronecker/kron_g500-simple-logn21
1508065 51164260 % 69 : matrix/af_shell10
504855 17084020 % 70 : matrix/af_shell9
943695 76708152 % 71 : matrix/audikw1
5154859 94044692 % 72 : matrix/cage15
1000000 3996000 % 73 : matrix/ecology1
999999 3995992 % 74 : matrix/ecology2
1585478 6075348 % 75 : matrix/G3_circuit
2063494 12964640 % 76 : matrix/kkt_power
952203 45570272 % 77 : matrix/ldoor
3542400 93303392 % 78 : matrix/nlpkkt120
8345600 221172512 % 79 : matrix/nlpkkt160
16240000 431985632 % 80 : matrix/nlpkkt200
27993600 746478752 % 81 : matrix/nlpkkt240
1227087 7352268 % 82 : matrix/thermal2
6815744 27248640 % 83 : numerical/adaptive
4802000 85362744 % 84 : numerical/channel-500x100x100-b050
2145852 34976486 % 85 : numerical/packing-500x100x100-b050
4026819 16108474 % 86 : numerical/venturiLevel3
32768 320480 % 87 : random/rgg_n_2_15_s0
65536 684254 % 88 : random/rgg_n_2_16_s0
131072 1457506 % 89 : random/rgg_n_2_17_s0
262144 3094566 % 90 : random/rgg_n_2_18_s0
524288 6539532 % 91 : random/rgg_n_2_19_s0
1048576 13783240 % 92 : random/rgg_n_2_20_s0
2097152 28975990 % 93 : random/rgg_n_2_21_s0
4194304 60718396 % 94 : random/rgg_n_2_22_s0
8388608 127002786 % 95 : random/rgg_n_2_23_s0
16777216 265114400 % 96 : random/rgg_n_2_24_s0
11950757 25423206 % 97 : streets/asia_osm
1441295 3099940 % 98 : streets/belgium_osm
50912018 108109320 % 99 : streets/europe_osm
11548845 24738362 % 100 : streets/germany_osm
7733822 16313034 % 101 : streets/great-britain_osm
6686493 14027956 % 102 : streets/italy_osm
114599 239332 % 103 : streets/luxembourg_osm
2216688 4882476 % 104 : streets/netherlands_osm
144649 2148786 % 105 : walshaw/144
4720 27444 % 106 : walshaw/3elt
15606 91756 % 107 : walshaw/4elt
110971 1483868 % 108 : walshaw/598a
2395 14924 % 109 : walshaw/add20
4960 18924 % 110 : walshaw/add32
448695 6629222 % 111 : walshaw/auto
13992 605496 % 112 : walshaw/bcsstk29
28924 2014568 % 113 : walshaw/bcsstk30
35588 1145828 % 114 : walshaw/bcsstk31
44609 1970092 % 115 : walshaw/bcsstk32
8738 583166 % 116 : walshaw/bcsstk33
62631 733118 % 117 : walshaw/brack2
10240 60760 % 118 : walshaw/crack
22499 87716 % 119 : walshaw/cs4
16840 96464 % 120 : walshaw/cti
2851 30186 % 121 : walshaw/data
11143 65636 % 122 : walshaw/fe_4elt2
45087 327468 % 123 : walshaw/fe_body
143437 819186 % 124 : walshaw/fe_ocean
36519 289588 % 125 : walshaw/fe_pwt
99617 1324862 % 126 : walshaw/fe_rotor
16386 98304 % 127 : walshaw/fe_sphere
78136 905182 % 128 : walshaw/fe_tooth
74752 522240 % 129 : walshaw/finan512
214765 3358036 % 130 : walshaw/m14b
17758 108392 % 131 : walshaw/memplus
60005 178880 % 132 : walshaw/t60k
4824 13674 % 133 : walshaw/uk
12328 330500 % 134 : walshaw/vibrobox
156317 2118662 % 135 : walshaw/wave
9800 57978 % 136 : walshaw/whitaker3
62032 243088 % 137 : walshaw/wing
10937 150976 % 138 : walshaw/wing_nodal
100000 1002396 % 139 : clustering/G_n_pin_pout
100000 999970 % 140 : clustering/preferentialAttachment
100000 999996 % 141 : clustering/smallworld
18520486 523574516 % 142 : clustering/uk-2002
3712815 22217266 % 143 : numerical/333SP
3799275 22736152 % 144 : numerical/AS365
3501776 21003872 % 145 : numerical/M6
1039183 6229636 % 146 : numerical/NACA0015
4163763 24975952 % 147 : numerical/NLR
45292 217098 % 148 : redistrict/ak2010
252266 1230482 % 149 : redistrict/al2010
186211 904310 % 150 : redistrict/ar2010
241666 1196094 % 151 : redistrict/az2010
710145 3489366 % 152 : redistrict/ca2010
201062 974574 % 153 : redistrict/co2010
67578 336352 % 154 : redistrict/ct2010
24115 116056 % 155 : redistrict/de2010
484481 2346294 % 156 : redistrict/fl2010
291086 1418056 % 157 : redistrict/ga2010
25016 124126 % 158 : redistrict/hi2010
216007 1021170 % 159 : redistrict/ia2010
149842 728264 % 160 : redistrict/id2010
451554 2164464 % 161 : redistrict/il2010
267071 1281716 % 162 : redistrict/in2010
238600 1121798 % 163 : redistrict/ks2010
161672 787778 % 164 : redistrict/ky2010
204447 980634 % 165 : redistrict/la2010
157508 776610 % 166 : redistrict/ma2010
145247 700378 % 167 : redistrict/md2010
69518 335476 % 168 : redistrict/me2010
329885 1578090 % 169 : redistrict/mi2010
259777 1227102 % 170 : redistrict/mn2010
343565 1656568 % 171 : redistrict/mo2010
171778 839980 % 172 : redistrict/ms2010
132288 638668 % 173 : redistrict/mt2010
288987 1416620 % 174 : redistrict/nc2010
133769 625946 % 175 : redistrict/nd2010
193352 913854 % 176 : redistrict/ne2010
48837 234550 % 177 : redistrict/nh2010
169588 829912 % 178 : redistrict/nj2010
168609 830970 % 179 : redistrict/nm2010
84538 416998 % 180 : redistrict/nv2010
350169 1709544 % 181 : redistrict/ny2010
365344 1768240 % 182 : redistrict/oh2010
269118 1274148 % 183 : redistrict/ok2010
196621 979512 % 184 : redistrict/or2010
421545 2058462 % 185 : redistrict/pa2010
25181 125750 % 186 : redistrict/ri2010
181908 893160 % 187 : redistrict/sc2010
88360 410722 % 188 : redistrict/sd2010
240116 1193966 % 189 : redistrict/tn2010
914231 4456272 % 190 : redistrict/tx2010
115406 572066 % 191 : redistrict/ut2010
285762 1402128 % 192 : redistrict/va2010
32580 155598 % 193 : redistrict/vt2010
195574 947432 % 194 : redistrict/wa2010
253096 1209404 % 195 : redistrict/wi2010
135218 662922 % 196 : redistrict/wv2010
86204 427586 % 197 : redistrict/wy2010
32212 203610 % 198 : star-mixtures/vsp_barth5_1Ksep_50in_5Kout
58348 4033156 % 199 : star-mixtures/vsp_bcsstk30_500sep_10in_1Kout
14109 196448 % 200 : star-mixtures/vsp_befref_fxm_2_4_air02
56438 601602 % 201 : star-mixtures/vsp_bump2_e18_aa01_model1_crew1
11023 124368 % 202 : star-mixtures/vsp_c-30_data_data
85830 482160 % 203 : star-mixtures/vsp_c-60_data_cti_cs4
9167 111732 % 204 : star-mixtures/vsp_data_and_seymourl
139752 1104040 % 205 : star-mixtures/vsp_finan512_scagr7-2c_rlfddd
101364 778736 % 206 : star-mixtures/vsp_mod2_pgp2_slptsk
45101 379952 % 207 : star-mixtures/vsp_model1_crew1_cr42_south31
21996 2442056 % 208 : star-mixtures/vsp_msc10848_300sep_100in_1Kout
10498 107736 % 209 : star-mixtures/vsp_p0291_seymourl_iiasa
40174 281662 % 210 : star-mixtures/vsp_sctap1-2b_and_seymourl
39668 379828 % 211 : star-mixtures/vsp_south31_slptsk
77328 871172 % 212 : star-mixtures/vsp_vibrobox_scagr7-2c_rlfddd
] ;
index.DIMACS10name = graphs (:,1) ;
index.ssname = graphs (:,2) ;
index.n = n_nnz (:,1) ;
index.nnz = n_nnz (:,2) ;
for id = 1:ngraphs
name = graphs {id, 1} ; % DIMACS10 name of the graph
ssname = graphs {id, 2} ; % its name in the ss Collection
if (isempty (ssname))
slash = find (name == '/') ;
index.ssname {id} = ['DIMACS10/' (name (slash+1:end))] ;
end
end
index.kind = cell (ngraphs,1) ;
for id = 1:ngraphs
index.kind {id} = 'undirected graph' ;
end
for id = multigraph
index.kind {id} = 'undirected multigraph' ;
end
for id = weightedgraph
index.kind {id} = 'undirected weighted graph' ;
end
S = index ;
name = '' ;
kind = '' ;
Problem = [ ] ;
return
end
%-------------------------------------------------------------------------------
% look up the matrix in the index
%-------------------------------------------------------------------------------
if (ischar (matrix))
% S = dimacs10 ('clustering/astro-ph') or dimacs10 ('astro-ph').
% find the matrix id.
id = 0 ;
noslash = isempty (strfind (matrix, '/')) ;
for k = 1:ngraphs
name = graphs {k,1} ;
if (noslash)
% S = dimacs10 ('astro0ph')
slash = find (name == '/') ;
name = name (slash+1:end) ;
end
if (isequal (name, matrix))
% found it
id = k ;
break ;
end
end
if (id == 0)
error ('dimacs10:invalid', 'no such graph') ;
end
else
if (isscalar (matrix) && matrix >= 1 && matrix <= ngraphs)
% S = dimacs10 (3) returns the clustering/astro-ph problem
id = matrix ;
else
error ('dimacs10:invalid', 'input argument invalid') ;
end
end
%-------------------------------------------------------------------------------
% get the matrix, converting it if necessary
%-------------------------------------------------------------------------------
name = graphs {id, 1} ; % DIMACS10 name of the graph
ssname = graphs {id, 2} ; % its name in the ss Collection
if (isempty (ssname))
%---------------------------------------------------------------------------
% the DIMACS10 graph is identical to the ss matrix
%---------------------------------------------------------------------------
slash = find (name == '/') ;
ssname = ['DIMACS10/' (name (slash+1:end))] ;
Problem = ssget (ssname) ;
S = Problem.A ;
else
%---------------------------------------------------------------------------
% the DIMACS10 graph is derived from the ss matrix
%---------------------------------------------------------------------------
Problem = ssget (ssname) ;
S = Problem.A ;
addzeros = [ 69:70 76 77 109 110 131 134 ] ;
removediag = [ 5 8 14 17 23 63:82 107 109 110 112:116 125 129 131 134 142] ;
makebinary = [ 3 5 9:11 15 16 18 21 22 63:82 109 110 129 131 134 ] ;
symmetrize = [ 6 8 14 17 23 142 ] ;
removenull = 82 ;
if (any (id == weightedgraph))
% make sure S is symmetric
if (any (id == symmetrize))
S = S + S' ;
end
else
% add the explicit zeros
if (any (id == addzeros))
S = S + Problem.Zeros ;
end
% remove the diagonal, if present, and make binary
if (any (id == removediag))
S = dimacs10_convert_to_graph (S, any (id == makebinary)) ;
elseif (any (id == makebinary))
S = spones (S) ;
end
% make sure S is symmetric and binary
if (any (id == symmetrize))
% this is required only for a few graphs
S = spones (S + S') ;
end
% remove empty rows/columns
if (any (id == removenull))
nonnull = find (sum (S) > 0) ;
S = S (nonnull, nonnull) ;
end
end
end
%-------------------------------------------------------------------------------
% determine the graph type
%-------------------------------------------------------------------------------
if (any (id == multigraph))
% corresponds to format '100'
kind = 'undirected multigraph' ;
elseif (any (id == weightedgraph))
% corresponds to format '1', '11', or '10'
kind = 'undirected weighted graph' ;
else
% corresponds to format '0'
kind = 'undirected graph' ;
end
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