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Laplacian
The eigenvectors take 48000 bytes
The Laplacian matrix takes 7980 bytes
A =
Compressed Column Sparse (rows = 200, cols = 200, nnz = 598 [1.5%])
(1, 1) -> 2
(2, 1) -> -1
(1, 2) -> -1
(2, 2) -> 2
(3, 2) -> -1
(2, 3) -> -1
(3, 3) -> 2
(4, 3) -> -1
(3, 4) -> -1
(4, 4) -> 2
(5, 4) -> -1
(4, 5) -> -1
(5, 5) -> 2
(6, 5) -> -1
(5, 6) -> -1
(6, 6) -> 2
(7, 6) -> -1
(6, 7) -> -1
(7, 7) -> 2
(8, 7) -> -1
(7, 8) -> -1
(8, 8) -> 2
(9, 8) -> -1
(8, 9) -> -1
(9, 9) -> 2
(10, 9) -> -1
(9, 10) -> -1
(10, 10) -> 2
(11, 10) -> -1
(10, 11) -> -1
(11, 11) -> 2
(12, 11) -> -1
(11, 12) -> -1
(12, 12) -> 2
(13, 12) -> -1
(12, 13) -> -1
(13, 13) -> 2
(14, 13) -> -1
(13, 14) -> -1
(14, 14) -> 2
(15, 14) -> -1
(14, 15) -> -1
(15, 15) -> 2
(16, 15) -> -1
(15, 16) -> -1
(16, 16) -> 2
(17, 16) -> -1
(16, 17) -> -1
(17, 17) -> 2
(18, 17) -> -1
(17, 18) -> -1
(18, 18) -> 2
(19, 18) -> -1
(18, 19) -> -1
(19, 19) -> 2
(20, 19) -> -1
(19, 20) -> -1
(20, 20) -> 2
(21, 20) -> -1
(20, 21) -> -1
(21, 21) -> 2
(22, 21) -> -1
(21, 22) -> -1
(22, 22) -> 2
(23, 22) -> -1
(22, 23) -> -1
(23, 23) -> 2
(24, 23) -> -1
(23, 24) -> -1
(24, 24) -> 2
(25, 24) -> -1
(24, 25) -> -1
(25, 25) -> 2
(26, 25) -> -1
(25, 26) -> -1
(26, 26) -> 2
(27, 26) -> -1
(26, 27) -> -1
(27, 27) -> 2
(28, 27) -> -1
(27, 28) -> -1
(28, 28) -> 2
(29, 28) -> -1
(28, 29) -> -1
(29, 29) -> 2
(30, 29) -> -1
(29, 30) -> -1
(30, 30) -> 2
(31, 30) -> -1
(30, 31) -> -1
(31, 31) -> 2
(32, 31) -> -1
(31, 32) -> -1
(32, 32) -> 2
(33, 32) -> -1
(32, 33) -> -1
(33, 33) -> 2
(34, 33) -> -1
(33, 34) -> -1
(34, 34) -> 2
(35, 34) -> -1
(34, 35) -> -1
(35, 35) -> 2
(36, 35) -> -1
(35, 36) -> -1
(36, 36) -> 2
(37, 36) -> -1
(36, 37) -> -1
(37, 37) -> 2
(38, 37) -> -1
(37, 38) -> -1
(38, 38) -> 2
(39, 38) -> -1
(38, 39) -> -1
(39, 39) -> 2
(40, 39) -> -1
(39, 40) -> -1
(40, 40) -> 2
(41, 40) -> -1
(40, 41) -> -1
(41, 41) -> 2
(42, 41) -> -1
(41, 42) -> -1
(42, 42) -> 2
(43, 42) -> -1
(42, 43) -> -1
(43, 43) -> 2
(44, 43) -> -1
(43, 44) -> -1
(44, 44) -> 2
(45, 44) -> -1
(44, 45) -> -1
(45, 45) -> 2
(46, 45) -> -1
(45, 46) -> -1
(46, 46) -> 2
(47, 46) -> -1
(46, 47) -> -1
(47, 47) -> 2
(48, 47) -> -1
(47, 48) -> -1
(48, 48) -> 2
(49, 48) -> -1
(48, 49) -> -1
(49, 49) -> 2
(50, 49) -> -1
(49, 50) -> -1
(50, 50) -> 2
(51, 50) -> -1
(50, 51) -> -1
(51, 51) -> 2
(52, 51) -> -1
(51, 52) -> -1
(52, 52) -> 2
(53, 52) -> -1
(52, 53) -> -1
(53, 53) -> 2
(54, 53) -> -1
(53, 54) -> -1
(54, 54) -> 2
(55, 54) -> -1
(54, 55) -> -1
(55, 55) -> 2
(56, 55) -> -1
(55, 56) -> -1
(56, 56) -> 2
(57, 56) -> -1
(56, 57) -> -1
(57, 57) -> 2
(58, 57) -> -1
(57, 58) -> -1
(58, 58) -> 2
(59, 58) -> -1
(58, 59) -> -1
(59, 59) -> 2
(60, 59) -> -1
(59, 60) -> -1
(60, 60) -> 2
(61, 60) -> -1
(60, 61) -> -1
(61, 61) -> 2
(62, 61) -> -1
(61, 62) -> -1
(62, 62) -> 2
(63, 62) -> -1
(62, 63) -> -1
(63, 63) -> 2
(64, 63) -> -1
(63, 64) -> -1
(64, 64) -> 2
(65, 64) -> -1
(64, 65) -> -1
(65, 65) -> 2
(66, 65) -> -1
(65, 66) -> -1
(66, 66) -> 2
(67, 66) -> -1
(66, 67) -> -1
(67, 67) -> 2
(68, 67) -> -1
(67, 68) -> -1
(68, 68) -> 2
(69, 68) -> -1
(68, 69) -> -1
(69, 69) -> 2
(70, 69) -> -1
(69, 70) -> -1
(70, 70) -> 2
(71, 70) -> -1
(70, 71) -> -1
(71, 71) -> 2
(72, 71) -> -1
(71, 72) -> -1
(72, 72) -> 2
(73, 72) -> -1
(72, 73) -> -1
(73, 73) -> 2
(74, 73) -> -1
(73, 74) -> -1
(74, 74) -> 2
(75, 74) -> -1
(74, 75) -> -1
(75, 75) -> 2
(76, 75) -> -1
(75, 76) -> -1
(76, 76) -> 2
(77, 76) -> -1
(76, 77) -> -1
(77, 77) -> 2
(78, 77) -> -1
(77, 78) -> -1
(78, 78) -> 2
(79, 78) -> -1
(78, 79) -> -1
(79, 79) -> 2
(80, 79) -> -1
(79, 80) -> -1
(80, 80) -> 2
(81, 80) -> -1
(80, 81) -> -1
(81, 81) -> 2
(82, 81) -> -1
(81, 82) -> -1
(82, 82) -> 2
(83, 82) -> -1
(82, 83) -> -1
(83, 83) -> 2
(84, 83) -> -1
(83, 84) -> -1
(84, 84) -> 2
(85, 84) -> -1
(84, 85) -> -1
(85, 85) -> 2
(86, 85) -> -1
(85, 86) -> -1
(86, 86) -> 2
(87, 86) -> -1
(86, 87) -> -1
(87, 87) -> 2
(88, 87) -> -1
(87, 88) -> -1
(88, 88) -> 2
(89, 88) -> -1
(88, 89) -> -1
(89, 89) -> 2
(90, 89) -> -1
(89, 90) -> -1
(90, 90) -> 2
(91, 90) -> -1
(90, 91) -> -1
(91, 91) -> 2
(92, 91) -> -1
(91, 92) -> -1
(92, 92) -> 2
(93, 92) -> -1
(92, 93) -> -1
(93, 93) -> 2
(94, 93) -> -1
(93, 94) -> -1
(94, 94) -> 2
(95, 94) -> -1
(94, 95) -> -1
(95, 95) -> 2
(96, 95) -> -1
(95, 96) -> -1
(96, 96) -> 2
(97, 96) -> -1
(96, 97) -> -1
(97, 97) -> 2
(98, 97) -> -1
(97, 98) -> -1
(98, 98) -> 2
(99, 98) -> -1
(98, 99) -> -1
(99, 99) -> 2
(100, 99) -> -1
(99, 100) -> -1
(100, 100) -> 2
(101, 100) -> -1
(100, 101) -> -1
(101, 101) -> 2
(102, 101) -> -1
(101, 102) -> -1
(102, 102) -> 2
(103, 102) -> -1
(102, 103) -> -1
(103, 103) -> 2
(104, 103) -> -1
(103, 104) -> -1
(104, 104) -> 2
(105, 104) -> -1
(104, 105) -> -1
(105, 105) -> 2
(106, 105) -> -1
(105, 106) -> -1
(106, 106) -> 2
(107, 106) -> -1
(106, 107) -> -1
(107, 107) -> 2
(108, 107) -> -1
(107, 108) -> -1
(108, 108) -> 2
(109, 108) -> -1
(108, 109) -> -1
(109, 109) -> 2
(110, 109) -> -1
(109, 110) -> -1
(110, 110) -> 2
(111, 110) -> -1
(110, 111) -> -1
(111, 111) -> 2
(112, 111) -> -1
(111, 112) -> -1
(112, 112) -> 2
(113, 112) -> -1
(112, 113) -> -1
(113, 113) -> 2
(114, 113) -> -1
(113, 114) -> -1
(114, 114) -> 2
(115, 114) -> -1
(114, 115) -> -1
(115, 115) -> 2
(116, 115) -> -1
(115, 116) -> -1
(116, 116) -> 2
(117, 116) -> -1
(116, 117) -> -1
(117, 117) -> 2
(118, 117) -> -1
(117, 118) -> -1
(118, 118) -> 2
(119, 118) -> -1
(118, 119) -> -1
(119, 119) -> 2
(120, 119) -> -1
(119, 120) -> -1
(120, 120) -> 2
(121, 120) -> -1
(120, 121) -> -1
(121, 121) -> 2
(122, 121) -> -1
(121, 122) -> -1
(122, 122) -> 2
(123, 122) -> -1
(122, 123) -> -1
(123, 123) -> 2
(124, 123) -> -1
(123, 124) -> -1
(124, 124) -> 2
(125, 124) -> -1
(124, 125) -> -1
(125, 125) -> 2
(126, 125) -> -1
(125, 126) -> -1
(126, 126) -> 2
(127, 126) -> -1
(126, 127) -> -1
(127, 127) -> 2
(128, 127) -> -1
(127, 128) -> -1
(128, 128) -> 2
(129, 128) -> -1
(128, 129) -> -1
(129, 129) -> 2
(130, 129) -> -1
(129, 130) -> -1
(130, 130) -> 2
(131, 130) -> -1
(130, 131) -> -1
(131, 131) -> 2
(132, 131) -> -1
(131, 132) -> -1
(132, 132) -> 2
(133, 132) -> -1
(132, 133) -> -1
(133, 133) -> 2
(134, 133) -> -1
(133, 134) -> -1
(134, 134) -> 2
(135, 134) -> -1
(134, 135) -> -1
(135, 135) -> 2
(136, 135) -> -1
(135, 136) -> -1
(136, 136) -> 2
(137, 136) -> -1
(136, 137) -> -1
(137, 137) -> 2
(138, 137) -> -1
(137, 138) -> -1
(138, 138) -> 2
(139, 138) -> -1
(138, 139) -> -1
(139, 139) -> 2
(140, 139) -> -1
(139, 140) -> -1
(140, 140) -> 2
(141, 140) -> -1
(140, 141) -> -1
(141, 141) -> 2
(142, 141) -> -1
(141, 142) -> -1
(142, 142) -> 2
(143, 142) -> -1
(142, 143) -> -1
(143, 143) -> 2
(144, 143) -> -1
(143, 144) -> -1
(144, 144) -> 2
(145, 144) -> -1
(144, 145) -> -1
(145, 145) -> 2
(146, 145) -> -1
(145, 146) -> -1
(146, 146) -> 2
(147, 146) -> -1
(146, 147) -> -1
(147, 147) -> 2
(148, 147) -> -1
(147, 148) -> -1
(148, 148) -> 2
(149, 148) -> -1
(148, 149) -> -1
(149, 149) -> 2
(150, 149) -> -1
(149, 150) -> -1
(150, 150) -> 2
(151, 150) -> -1
(150, 151) -> -1
(151, 151) -> 2
(152, 151) -> -1
(151, 152) -> -1
(152, 152) -> 2
(153, 152) -> -1
(152, 153) -> -1
(153, 153) -> 2
(154, 153) -> -1
(153, 154) -> -1
(154, 154) -> 2
(155, 154) -> -1
(154, 155) -> -1
(155, 155) -> 2
(156, 155) -> -1
(155, 156) -> -1
(156, 156) -> 2
(157, 156) -> -1
(156, 157) -> -1
(157, 157) -> 2
(158, 157) -> -1
(157, 158) -> -1
(158, 158) -> 2
(159, 158) -> -1
(158, 159) -> -1
(159, 159) -> 2
(160, 159) -> -1
(159, 160) -> -1
(160, 160) -> 2
(161, 160) -> -1
(160, 161) -> -1
(161, 161) -> 2
(162, 161) -> -1
(161, 162) -> -1
(162, 162) -> 2
(163, 162) -> -1
(162, 163) -> -1
(163, 163) -> 2
(164, 163) -> -1
(163, 164) -> -1
(164, 164) -> 2
(165, 164) -> -1
(164, 165) -> -1
(165, 165) -> 2
(166, 165) -> -1
(165, 166) -> -1
(166, 166) -> 2
(167, 166) -> -1
(166, 167) -> -1
(167, 167) -> 2
(168, 167) -> -1
(167, 168) -> -1
(168, 168) -> 2
(169, 168) -> -1
(168, 169) -> -1
(169, 169) -> 2
(170, 169) -> -1
(169, 170) -> -1
(170, 170) -> 2
(171, 170) -> -1
(170, 171) -> -1
(171, 171) -> 2
(172, 171) -> -1
(171, 172) -> -1
(172, 172) -> 2
(173, 172) -> -1
(172, 173) -> -1
(173, 173) -> 2
(174, 173) -> -1
(173, 174) -> -1
(174, 174) -> 2
(175, 174) -> -1
(174, 175) -> -1
(175, 175) -> 2
(176, 175) -> -1
(175, 176) -> -1
(176, 176) -> 2
(177, 176) -> -1
(176, 177) -> -1
(177, 177) -> 2
(178, 177) -> -1
(177, 178) -> -1
(178, 178) -> 2
(179, 178) -> -1
(178, 179) -> -1
(179, 179) -> 2
(180, 179) -> -1
(179, 180) -> -1
(180, 180) -> 2
(181, 180) -> -1
(180, 181) -> -1
(181, 181) -> 2
(182, 181) -> -1
(181, 182) -> -1
(182, 182) -> 2
(183, 182) -> -1
(182, 183) -> -1
(183, 183) -> 2
(184, 183) -> -1
(183, 184) -> -1
(184, 184) -> 2
(185, 184) -> -1
(184, 185) -> -1
(185, 185) -> 2
(186, 185) -> -1
(185, 186) -> -1
(186, 186) -> 2
(187, 186) -> -1
(186, 187) -> -1
(187, 187) -> 2
(188, 187) -> -1
(187, 188) -> -1
(188, 188) -> 2
(189, 188) -> -1
(188, 189) -> -1
(189, 189) -> 2
(190, 189) -> -1
(189, 190) -> -1
(190, 190) -> 2
(191, 190) -> -1
(190, 191) -> -1
(191, 191) -> 2
(192, 191) -> -1
(191, 192) -> -1
(192, 192) -> 2
(193, 192) -> -1
(192, 193) -> -1
(193, 193) -> 2
(194, 193) -> -1
(193, 194) -> -1
(194, 194) -> 2
(195, 194) -> -1
(194, 195) -> -1
(195, 195) -> 2
(196, 195) -> -1
(195, 196) -> -1
(196, 196) -> 2
(197, 196) -> -1
(196, 197) -> -1
(197, 197) -> 2
(198, 197) -> -1
(197, 198) -> -1
(198, 198) -> 2
(199, 198) -> -1
(198, 199) -> -1
(199, 199) -> 2
(200, 199) -> -1
(199, 200) -> -1
(200, 200) -> 1
0 CCC--------------+-----------------+----------------+----------------++
+ CCCCC + + + +
| CCCCC |
| CCCCC |
| CCCCC |
50 ++ CCCCCC ++
| CCCCC |
| CCCCC |
| CCCC |
100 ++ CCCCC ++
| CCCCC |
| CCCC |
| CCCCC |
| CCCCC |
150 ++ CCCCCC ++
| CCCCC |
| CCCCC |
| CCCCC |
+ + + + CCCCC +
200 ++---------------+-----------------+----------------+---------------CCC
0 50 100 150 200
|
λ
.NET NoSQL database for rapid development
|