ngraph.sparse-collection
Version:
Subset of the University of Florida sparse matrix collection
1 lines • 11.4 kB
JavaScript
module.exports = {"recordsPerEdge":2,"links":[4,1,8,1,10,1,11,1,12,1,13,1,14,1,17,1,20,1,25,1,4,2,8,2,10,2,11,2,12,2,13,2,14,2,17,2,20,2,25,2,5,3,9,3,12,3,15,3,16,3,17,3,18,3,19,3,21,3,26,3,5,4,9,4,12,4,15,4,16,4,17,4,18,4,19,4,21,4,26,4,13,5,18,5,20,5,21,5,22,5,23,5,24,5,27,5,30,5,35,5,13,6,18,6,20,6,21,6,22,6,23,6,24,6,27,6,30,6,35,6,14,7,19,7,22,7,25,7,26,7,27,7,28,7,29,7,31,7,36,7,14,8,19,8,22,8,25,8,26,8,27,8,28,8,29,8,31,8,36,8,23,9,28,9,30,9,31,9,32,9,33,9,34,9,37,9,40,9,45,9,23,10,28,10,30,10,31,10,32,10,33,10,34,10,37,10,40,10,45,10,24,11,29,11,32,11,35,11,36,11,37,11,38,11,39,11,41,11,46,11,24,12,29,12,32,12,35,12,36,12,37,12,38,12,39,12,41,12,46,12,33,13,38,13,40,13,41,13,42,13,43,13,44,13,50,13,56,13,33,14,34,14,38,14,39,14,40,14,41,14,43,14,44,14,45,14,46,14,48,14,49,14,50,14,51,14,56,14,57,14,33,15,34,15,38,15,39,15,40,15,41,15,42,15,43,15,44,15,45,15,46,15,47,15,48,15,49,15,50,15,51,15,56,15,57,15,43,16,48,16,50,16,51,16,52,16,53,16,54,16,55,16,58,16,62,16,67,16,72,16,43,17,48,17,50,17,51,17,52,17,53,17,54,17,55,17,58,17,62,17,67,17,72,17,44,18,49,18,52,18,56,18,57,18,58,18,59,18,60,18,61,18,63,18,68,18,73,18,44,19,49,19,52,19,56,19,57,19,58,19,59,19,60,19,61,19,63,19,68,19,73,19,53,20,59,20,62,20,63,20,64,20,65,20,66,20,69,20,74,20,79,20,53,21,54,21,59,21,60,21,62,21,63,21,64,21,65,21,66,21,67,21,68,21,69,21,70,21,71,21,74,21,75,21,79,21,80,21,53,22,54,22,59,22,60,22,62,22,63,22,64,22,66,22,67,22,68,22,70,22,71,22,74,22,75,22,79,22,80,22,55,23,61,23,64,23,70,23,72,23,73,23,74,23,75,23,76,23,77,23,78,23,81,23,84,23,89,23,55,24,61,24,64,24,70,24,72,24,73,24,74,24,75,24,76,24,77,24,78,24,81,24,84,24,89,24,66,25,71,25,76,25,79,25,80,25,81,25,82,25,83,25,85,25,90,25,66,26,71,26,76,26,79,26,80,26,81,26,82,26,83,26,85,26,90,26,77,27,82,27,84,27,85,27,86,27,87,27,88,27,91,27,94,27,99,27,77,28,82,28,84,28,85,28,86,28,87,28,88,28,91,28,94,28,99,28,78,29,83,29,86,29,89,29,90,29,91,29,92,29,93,29,95,29,100,29,78,30,83,30,86,30,89,30,90,30,91,30,92,30,93,30,95,30,100,30,87,31,92,31,94,31,95,31,96,31,97,31,98,31,101,31,104,31,109,31,87,32,92,32,94,32,95,32,96,32,97,32,98,32,101,32,104,32,109,32,88,33,93,33,96,33,99,33,100,33,101,33,102,33,103,33,105,33,110,33,88,34,93,34,96,34,99,34,100,34,101,34,102,34,103,34,105,34,110,34,97,35,102,35,104,35,105,35,106,35,107,35,108,35,111,35,114,35,119,35,97,36,102,36,104,36,105,36,106,36,107,36,108,36,111,36,114,36,119,36,98,37,103,37,106,37,109,37,110,37,111,37,112,37,113,37,115,37,120,37,98,38,103,38,106,38,109,38,110,38,111,38,112,38,113,38,115,38,120,38,107,39,112,39,114,39,115,39,116,39,117,39,118,39,124,39,129,39,107,40,108,40,112,40,113,40,114,40,115,40,117,40,118,40,119,40,120,40,122,40,123,40,124,40,125,40,129,40,130,40,107,41,108,41,112,41,113,41,114,41,115,41,116,41,117,41,118,41,119,41,120,41,121,41,122,41,123,41,124,41,125,41,129,41,130,41,117,42,122,42,124,42,125,42,126,42,127,42,128,42,131,42,137,42,140,42,117,43,122,43,124,43,125,43,126,43,127,43,128,43,131,43,137,43,140,43,118,44,123,44,126,44,129,44,130,44,131,44,132,44,133,44,134,44,135,44,136,44,138,44,141,44,145,44,149,44,155,44,118,45,123,45,126,45,129,45,130,45,131,45,132,45,133,45,134,45,135,45,136,45,138,45,141,45,145,45,149,45,155,45,127,46,132,46,137,46,138,46,139,46,142,46,127,47,132,47,137,47,138,47,139,47,142,47,128,48,133,48,139,48,140,48,141,48,142,48,143,48,144,48,146,48,150,48,128,49,133,49,139,49,140,49,141,49,142,49,143,49,144,49,146,49,150,49,214,49,134,50,143,50,145,50,146,50,147,50,148,50,151,50,156,50,134,51,143,51,145,51,146,51,147,51,148,51,151,51,156,51,135,52,144,52,147,52,149,52,150,52,151,52,152,52,153,52,154,52,157,52,160,52,165,52,135,53,144,53,147,53,149,53,150,53,151,53,152,53,153,53,154,53,157,53,160,53,165,53,136,54,148,54,152,54,155,54,156,54,157,54,158,54,159,54,161,54,166,54,136,55,148,55,152,55,153,55,155,55,156,55,157,55,158,55,159,55,160,55,161,55,162,55,163,55,164,55,166,55,167,55,169,55,170,55,172,55,176,55,177,55,178,55,179,55,180,55,182,55,188,55,136,56,148,56,152,56,153,56,155,56,156,56,157,56,158,56,159,56,160,56,161,56,162,56,163,56,164,56,166,56,167,56,169,56,170,56,172,56,176,56,177,56,178,56,179,56,180,56,182,56,188,56,154,57,159,57,162,57,165,57,166,57,167,57,168,57,169,57,171,57,177,57,154,58,159,58,162,58,165,58,166,58,167,58,168,58,169,58,171,58,177,58,163,59,168,59,170,59,171,59,172,59,173,59,174,59,175,59,178,59,181,59,187,59,191,59,163,60,168,60,170,60,171,60,172,60,173,60,174,60,175,60,178,60,181,60,187,60,191,60,164,61,169,61,172,61,176,61,177,61,178,61,179,61,180,61,182,61,188,61,173,62,179,62,181,62,182,62,183,62,184,62,185,62,186,62,189,62,192,62,198,62,201,62,173,63,179,63,181,63,182,63,183,63,184,63,185,63,186,63,189,63,192,63,198,63,201,63,174,64,180,64,183,64,187,64,188,64,189,64,190,64,193,64,174,65,180,65,183,65,187,65,188,65,189,65,190,65,193,65,175,66,184,66,190,66,191,66,192,66,193,66,194,66,195,66,196,66,197,66,199,66,202,66,206,66,211,66,175,67,184,67,190,67,191,67,192,67,193,67,194,67,195,67,196,67,197,67,199,67,202,67,206,67,211,67,185,68,194,68,198,68,199,68,200,68,203,68,185,69,194,69,198,69,199,69,200,69,203,69,186,70,195,70,200,70,201,70,202,70,203,70,204,70,205,70,207,70,212,70,186,71,195,71,200,71,201,71,202,71,203,71,204,71,205,71,207,71,212,71,196,72,204,72,206,72,207,72,208,72,209,72,210,72,213,72,216,72,221,72,196,73,204,73,206,73,207,73,208,73,209,73,210,73,213,73,216,73,221,73,197,74,205,74,208,74,211,74,212,74,213,74,215,74,217,74,222,74,197,75,205,75,208,75,211,75,212,75,213,75,214,75,215,75,217,75,222,75,209,76,214,76,216,76,217,76,218,76,219,76,220,76,223,76,226,76,231,76,209,77,214,77,216,77,217,77,218,77,219,77,220,77,223,77,226,77,231,77,210,78,215,78,218,78,221,78,222,78,223,78,224,78,225,78,227,78,232,78,210,79,215,79,218,79,221,79,222,79,223,79,224,79,225,79,227,79,232,79,219,80,224,80,226,80,227,80,228,80,229,80,230,80,233,80,237,80,241,80,219,81,220,81,224,81,226,81,227,81,228,81,229,81,230,81,233,81,237,81,241,81,220,82,225,82,228,82,231,82,232,82,233,82,234,82,235,82,236,82,238,82,242,82,247,82,225,83,228,83,231,83,232,83,233,83,234,83,235,83,236,83,238,83,242,83,247,83,229,84,230,84,234,84,235,84,237,84,238,84,240,84,241,84,242,84,244,84,245,84,246,84,248,84,249,84,252,84,257,84,229,85,230,85,234,85,235,85,237,85,238,85,240,85,241,85,242,85,244,85,245,85,246,85,248,85,249,85,252,85,257,85,230,86,235,86,239,86,241,86,242,86,243,86,244,86,245,86,246,86,249,86,252,86,257,86,236,87,240,87,244,87,247,87,248,87,249,87,250,87,251,87,253,87,258,87,236,88,240,88,244,88,247,88,248,88,249,88,250,88,251,88,253,88,258,88,245,89,250,89,252,89,253,89,254,89,255,89,256,89,259,89,263,89,272,89,245,90,250,90,252,90,253,90,254,90,255,90,256,90,259,90,263,90,272,90,246,91,251,91,254,91,257,91,258,91,259,91,260,91,261,91,262,91,264,91,267,91,273,91,246,92,251,92,254,92,257,92,258,92,259,92,260,92,261,92,262,92,264,92,267,92,273,92,255,93,260,93,263,93,264,93,265,93,266,93,268,93,274,93,255,94,260,94,263,94,264,94,265,94,266,94,268,94,274,94,261,95,265,95,267,95,268,95,269,95,270,95,271,95,275,95,278,95,283,95,261,96,265,96,267,96,268,96,269,96,270,96,271,96,275,96,278,96,283,96,256,97,262,97,266,97,269,97,272,97,273,97,274,97,275,97,276,97,277,97,279,97,284,97,256,98,262,98,266,98,269,98,272,98,273,98,274,98,275,98,276,98,277,98,279,98,284,98,270,99,276,99,278,99,279,99,280,99,281,99,282,99,285,99,288,99,293,99,270,100,276,100,278,100,279,100,280,100,281,100,282,100,285,100,288,100,293,100,271,101,277,101,280,101,283,101,284,101,285,101,286,101,287,101,289,101,294,101,271,102,277,102,280,102,283,102,284,102,285,102,286,102,287,102,289,102,294,102,281,103,286,103,288,103,289,103,290,103,291,103,292,103,295,103,298,103,303,103,281,104,286,104,288,104,289,104,290,104,291,104,292,104,295,104,298,104,303,104,282,105,287,105,290,105,293,105,294,105,295,105,296,105,297,105,299,105,304,105,282,106,287,106,290,106,293,106,294,106,295,106,296,106,297,106,299,106,304,106,291,107,296,107,298,107,299,107,300,107,301,107,302,107,305,107,308,107,311,107,291,108,296,108,298,108,299,108,300,108,301,108,302,108,305,108,308,108,311,108,292,109,297,109,300,109,301,109,303,109,304,109,305,109,306,109,307,109,308,109,309,109,310,109,312,109,313,109,292,110,297,110,300,110,301,110,303,110,304,110,305,110,306,110,307,110,308,110,309,110,310,110,312,110,313,110,301,111,306,111,308,111,309,111,310,111,313,111,302,112,307,112,310,112,311,112,312,112,313,112,302,113,307,113,310,113,311,113,312,113,313,113,1,114,2,114,3,115,4,115,5,115,6,116,7,116,8,116,9,116,10,117,11,117,12,117,13,117,14,117,15,118,16,118,17,118,18,118,19,118,20,119,21,119,22,119,23,119,24,119,25,120,26,120,27,120,28,120,29,120,30,121,31,121,32,121,33,121,34,121,35,122,36,122,37,122,38,122,39,122,40,123,41,123,42,123,43,123,44,123,45,124,46,124,47,124,48,124,49,124,50,125,51,125,52,125,53,125,54,125,55,125,56,126,57,126,58,126,59,126,60,126,61,126,62,127,63,127,64,127,65,127,66,127,67,128,68,128,69,128,70,128,71,128,72,129,73,129,74,129,75,129,76,129,77,129,78,129,79,130,80,130,81,130,82,130,83,130,84,131,85,131,86,131,87,131,88,131,89,132,90,132,91,132,92,132,93,132,94,133,95,133,96,133,97,133,98,133,99,134,100,134,101,134,102,134,103,134,104,135,105,135,106,135,107,135,108,135,109,136,110,136,111,136,112,136,113,136,114,137,115,137,116,137,117,137,118,137,119,138,120,138,121,138,122,138,123,138,124,139,125,139,126,139,127,139,128,139,129,140,130,140,131,140,132,140,133,140,134,140,135,140,136,140,137,141,138,141,139,141,140,142,141,142,143,142,144,142,145,143,146,143,147,143,148,143,149,144,150,144,151,144,152,144,153,144,154,144,155,145,156,145,157,145,158,145,159,145,160,146,161,146,162,146,163,146,164,146,165,147,166,147,167,147,168,147,169,147,170,148,171,148,172,148,173,148,174,148,175,148,176,149,177,149,178,149,179,149,180,149,181,150,182,150,183,150,184,150,185,150,186,150,187,151,188,151,189,151,190,151,191,152,192,152,193,152,194,152,195,152,196,152,197,152,198,153,199,153,200,153,201,154,202,154,203,154,204,154,205,154,206,155,207,155,208,155,209,155,210,155,211,156,212,156,213,156,214,156,215,156,216,157,217,157,218,157,219,157,220,157,221,158,222,158,223,158,224,158,225,158,226,159,227,159,228,159,229,159,230,159,231,160,232,160,233,160,234,160,235,160,236,160,237,161,238,161,239,161,240,161,241,162,242,162,243,162,244,162,245,162,246,162,247,163,248,163,249,163,250,163,251,163,252,164,253,164,254,164,255,164,256,164,257,165,258,165,259,165,260,165,261,165,262,165,263,166,264,166,265,166,266,166,267,167,268,167,269,167,270,167,271,167,272,168,273,168,274,168,275,168,276,168,277,168,278,169,279,169,280,169,281,169,282,169,283,170,284,170,285,170,286,170,287,170,288,171,289,171,290,171,291,171,292,171,293,172,294,172,295,172,296,172,297,172,298,173,299,173,300,173,301,173,302,173,303,174,304,174,305,174,306,174,307,174,308,175,309,175,310,175,311,176,312,176,313,176],"description":"%MatrixMarket matrix coordinate pattern general\n-------------------------------------------------------------------------------\n UF Sparse Matrix Collection, Tim Davis\n http://www.cise.ufl.edu/research/sparse/matrices/HB/abb313\n name: HB/abb313\n [UNSYMMETRIC OVERDETERMINED PATTERN OF SUDAN SURVEY. ABBAS,1974]\n id: 5\n date: 1974\n author: M. Abbas\n ed: A. Curtis, I. Duff, J. Reid\n fields: title A name id date author ed kind\n kind: least squares problem\n-------------------------------------------------------------------------------"};