Publication Information

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4138, 4174, 4199, 4214], 'Sin.': [209, 260, 367, 718, 734, 752, 830, 1203, 1244, 1328, 1370, 1549, 1621, 1801, 1822, 1888, 1927, 1989, 2351, 2387, 2526, 2569, 2580, 2775, 2882, 2901, 3047, 3067, 3095, 3211, 3334, 3522, 3575, 3645, 3741, 3856, 3880, 3943, 3958, 4022, 4114, 4175, 4200], '25:': [211, 831, 3069], '559–564.': [212], '4': [213, 3228], 'A': [217, 249, 410, 445, 653, 697, 776, 935, 992, 1046, 1071, 1610, 1628, 1648, 1718, 1833, 1854, 2084, 2141, 2175, 2480, 2668, 2712, 2763, 2941, 3014, 3057, 3531, 3606, 3687, 3845, 3908], 'combinatorial': [218, 3078, 3144], 'problem': [219, 235, 253, 310, 654, 670, 712, 881, 1486, 1506, 1526, 1539, 3016], 'thermodynamic': [221], 'equilibra': [223], 'Kexue': [226, 609, 645, 787, 1308, 1430, 1529, 1677, 1694, 1710, 1846, 1868, 1940, 2473, 2864, 3189, 3351, 3409, 3457, 3897], 'Tongbao': [227, 610, 646, 788, 1309, 1431, 1474, 1530, 1678, 1695, 1711, 1847, 1869, 1941, 2474, 2865, 3190, 3352, 3458, 3898], '27:': [228, 1311, 1531, 4005], '15–17.': [229], '5': [230], 'M.': [232, 247, 267, 286, 303, 322, 664, 695, 723, 739, 757, 771, 793, 1274, 1296, 1977, 2120, 2956, 3903], 'Katona': [237], 'on': [238, 254, 311, 339, 604, 655, 882, 895, 980, 994, 1048, 1360, 1483, 1613, 1630, 1650, 1805, 1826, 2001, 2482, 2515, 2690, 3034, 3086, 3105, 3123, 3164, 3376, 3468, 3847, 3995, 4036, 4073, 4088, 4153, 4170, 4179, 4194], 'minimal': [239, 635, 1215, 2221, 2446, 3588, 3936], 'completely': [240, 3693], 'separating': [241, 314, 325], 'system': [242, 326], 'restrictions.': [244], '6': [245], 'solution': [250], "Chartrand's": [252, 1616], 'spanning': [255, 1981], 'trees.': [256, 3896], 'Acta': [257, 547, 715, 732, 750, 1200, 1241, 1326, 1368, 1546, 1618, 1657, 1766, 1781, 1885, 1904, 1925, 1986, 2032, 2184, 2348, 2384, 2523, 3044, 3090, 3208, 3331, 3572, 3643, 3877, 3941, 3955], 'Math.': [258, 280, 298, 317, 330, 382, 416, 456, 476, 493, 531, 591, 625, 659, 716, 733, 751, 766, 1083, 1184, 1201, 1222, 1242, 1327, 1369, 1547, 1619, 1640, 1658, 1767, 1782, 1886, 1905, 1926, 1987, 2185, 2349, 2368, 2385, 2420, 2433, 2524, 2658, 2677, 2731, 2754, 2849, 3025, 3045, 3155, 3168, 3209, 3332, 3504, 3573, 3644, 3702, 3793, 3817, 3854, 3878, 3942, 3956, 4004, 4049], 'Appl.': [259, 717, 765, 1202, 1243, 1548, 1620, 1768, 1783, 1887, 1906, 1988, 2186, 2289, 2309, 2350, 2386, 2525, 3046, 3210, 3333, 3574, 3855, 3879, 3957], '(English': [261], 'edition).': [262], '1(2):': [263], '97–98.': [264], '7': [265], 'Edge-disjoint': [269], 'matchings': [270, 1593, 3549], 'bipartite': [273, 3655], 'Syst.': [278, 589, 1081, 2366, 2675, 4047], '3(1):': [282, 1990], '71–73.': [283], '8': [284], 'Minimally': [288], 'k-connected': [289], 'graphs': [290, 363, 471, 488, 526, 584, 606, 622, 636, 707, 845, 998, 1119, 1238, 1260, 1323, 1365, 1380, 1418, 1488, 1508, 1577, 1882, 1901, 1922, 1958, 2003, 2022, 2029, 2073, 2092, 2168, 2198, 2360, 2448, 2470, 2499, 2520, 2611, 2800, 2823, 2844, 2861, 2878, 2897, 3124, 3148, 3222, 3248, 3268, 3300, 3382, 3406, 3427, 3472, 3569, 3591, 3640, 3762, 3789, 3813, 3827, 3850, 3938, 3952, 4035], 'low': [292], 'order': [293, 1198, 2451, 2846], 'maximal': [295, 3909], 'size.': [296], 'Discrete': [297, 316, 329, 415, 658, 764, 805, 2419, 3167, 3503, 4003], '47:': [299], '13–21.': [300, 319], '9': [301], 'Solutions': [305], "Edmonds'": [307], "Katona's": [309], 'families': [312], 'subsets.': [315], '7:': [318, 1204, 2527, 3881], '10': [320], 'graphs.': [328, 398, 434, 511, 564, 886, 974, 984, 1403, 2046, 2418, 2431, 2486, 2673, 2919, 3493, 3535, 3925, 3972, 4001, 4020], '49:': [331], '15–20.': [332], '11': [333], 'X.': [335, 357, 835, 1091, 2603, 3369, 3395, 3414, 3440, 3442, 3488, 3545, 3582], 'Some': [337, 500, 816, 1358, 1953, 2042, 2413, 2513, 3032, 3141, 3315, 3489, 3933], 'remarks': [338], 'closure': [341], 'path-length': [343, 1687], 'distribution': [344], 'Shanghai': [348, 1104, 2402, 3272, 3386, 3431], 'College': [350, 1059, 1106, 1729, 2152, 2204, 2404, 3308, 3722], '(Natural': [351, 1005, 1125, 1460, 1583, 1602, 1965, 2009, 2153, 2405, 2505, 3112, 3133, 3623], 'Science)': [352, 1006, 1126, 1461, 1584, 1603, 2010, 2154, 2406, 2506], '2:': [353, 1085, 1107, 1494, 1870, 1908, 1967, 2155, 2407, 3096, 3135, 3309, 3523], '17–22.': [354], '12': [355], 'panconnectivity': [361], '(A):': [368], '684–694.': [369], '13': [370], 'Chao,': [371, 386, 404], 'N.': [374, 3280, 3730], '1985.': [376, 422, 480, 538, 633, 652, 775, 797, 856, 893, 934, 991, 1012, 1590, 1647, 1760, 1775, 1832, 1952, 2016, 2102, 2214, 2245, 2280, 2295, 2357, 2493, 2608, 2738, 3217, 3263, 3373, 3399, 3547, 3563, 3633, 3708, 3757, 3803, 3907, 3989], 'trees': [378, 452, 544, 1257, 1674, 1691, 1704, 1706, 2146, 2398, 3104, 3186, 3868, 3874, 3889, 4150, 4167, 4210], 'polygons.': [380], 'Ars': [381, 399], '45:': [383, 417], '180–185.': [384], '14': [385], 'L.': [389, 407, 2685, 2978, 2997, 3073, 3100, 3118, 3139, 3160, 3707, 3727], 'Zhao': [390, 408, 2979, 2998], 'Chromatic': [392, 2981], 'polynomials': [393, 639, 1053, 1318, 1363, 1414, 3638], 'family': [396], '15:': [401], '111–129.': [402], '15': [403], 'note': [411, 993, 1047, 2481, 3846], 'concerning': [412, 3344, 3533], 'chromatic': [413, 1052, 1362, 2517, 2542, 3003], 'polynomials.': [414, 3004], '127–128.': [418], '16': [419, 552], 'Chen,': [420], 'Z.': [421, 575, 855, 1068, 1972, 1994, 2015, 2622, 2761, 2926, 2940, 2954, 3031, 3290, 3292, 3397, 3416, 3684, 3746, 3756, 3799, 3984, 3987, 4011, 4028, 4031, 4103], 'Directed': [423], 'tree': [424, 1982, 2253, 4191], 'set': [428, 2302], 'Kekule': [430, 919], 'patterns': [431], 'polyhex': [433, 3534], 'Chem.': [435, 904], 'Phys.': [436], 'Lett.': [437], '115:': [438], 'press.': [440, 852, 927, 1350, 1570, 2353, 2389, 2437, 2680, 3287, 3366, 3538], '17': [441], 'Dai,': [442], 'H.': [443, 1950, 2052, 2161, 2492, 2511, 2701, 2720, 2737, 2838, 3174, 3842, 3885], 'graceful': [446, 605, 2002, 2021, 2028, 2144, 3866, 3873], 'algorithm': [447, 778, 1444, 2247, 2928, 2944, 2960], 'class': [450, 1421, 2019, 2085, 2142, 2670, 2726, 2744, 3404, 3425, 3768], 'Res.': [457, 1514, 2223, 2261, 2434, 2732, 2755], 'Expo.': [458, 2435, 2733, 2756], '1:': [459, 1889, 2570, 2598, 2617, 2789, 2971, 3114, 3484, 3664, 3916], '137–138.': [460], '18': [461], 'Ding,': [462, 478], '1986.': [464, 839, 1029, 1717, 1853, 2174, 2412, 3444, 3844], 'maximum': [466, 485, 667, 1792, 1813, 1915, 2124, 2648, 3240, 3267, 3749, 4172], 'size': [467, 2443, 2649, 2840, 3219, 3241], 'critical': [469, 486, 843, 1378, 2429, 2468, 2652, 2842, 3243, 3246], '3-edge-connected': [470, 2843, 3221], 'Ann.': [474, 492, 529, 3166, 3701, 4002], 'Hunan': [475, 530, 2787, 2831], '19': [477], '2-edge-connected': [487, 2653, 3568, 3937, 3951], 'Chin.': [491, 1511, 3700], '(A)': [494, 2883, 2902], '6:': [495, 807, 908, 1550, 2135, 3335, 3959, 4051], '447–452.': [496], '20': [497], 'Dong,': [498, 514, 536], 'conditions': [501, 560, 3317, 3491, 3760, 3807], 'permutation': [504], 'group': [505], 'be': [507, 586, 3764, 4044], 'regularly': [508], 'representable': [509], 'Unpublished.': [512, 975, 1404, 3494, 3753], '21': [513], 'W.': [517, 795, 892, 912, 914, 930, 932, 1315, 1333, 1353, 1736, 3012], 'Liu': [518, 576, 1069, 2912, 3178, 3840, 3985, 4012, 4029], 'reconstruction': [521, 972, 2796, 3346, 3378, 3446], 'two': [523, 2024, 2323, 3565], 'classes': [524, 1954, 2025, 3635], '(': [532, 2833], '1–2):': [533, 2834], '37–38.': [534], '22': [535], 'Graceful': [539], 'labelling': [540, 2249], 'some': [542, 1919, 3296, 3805, 3870, 4132], 'lobster': [543, 2145], 'Nat.': [549, 3092], 'Univ.': [550, 850, 868, 1040, 1124, 1167, 1265, 1286, 1387, 1459, 1582, 1601, 1964, 2008, 2035, 2063, 2078, 2097, 2114, 2268, 2329, 2456, 2504, 2551, 2597, 2715, 2788, 2807, 2832, 2970, 3111, 3132, 3227, 3255, 3387, 3432, 3479, 3596, 3622, 3661, 3975], 'Intrum.': [551, 2036], '337.': [553], '23': [554], 'Fan,': [555, 572], 'G.': [556, 573, 1133, 1151, 1172, 1190, 1396, 1407, 1555, 1573, 1589, 1608, 1626, 1646, 2212, 2243, 2535, 2976, 2995, 3603, 3823], 'sufficient': [559, 1072, 3060, 3316, 3690, 3759, 3806], 'cycles': [562, 1097, 1636, 2396, 3997], '37:': [569], '221–227.': [570], '24': [571], 'degree': [580, 1670, 1722, 1984, 2180, 2427, 3182, 3453, 4133], 'sequences': [581, 1116, 1671, 1688, 1723, 3183, 3891], 'ensuring': [582], 'Hamiltonian.': [587, 4045], '4:': [593, 628, 1060, 1392, 1585, 2334, 2552, 2716, 3703, 4115], '7–32.': [594], '25': [595], 'Feng,': [596, 614, 631, 650], 'proof': [600, 2764], "Bodeudie's": [602], 'conjecture': [603, 2298, 3343, 3360], '13:': [611, 873], '776–780.': [612], '26': [613], 'gracefulness': [619], 'gear': [621], 'Pract.': [626, 3026], '72.': [629], '27': [630], 'K.': [632, 651, 1230, 1251, 2139, 2683, 3051, 3650, 3668, 3682], 'characteristic': [638, 1413], 'insolvable': [640], 'radicals': [642], '30:': [647, 789], '1299–1302.': [648], '28': [649], 'algebraic': [656], 'theory.': [657], '54:': [660], '107–109.': [661], '29': [662], 'Guan,': [663, 694, 722, 738, 756, 770, 792], 'weighted': [668], 'cycle-packing': [669], 'its': [672, 1155, 1744, 2346, 2382, 2694, 2750], 'relation': [673], 'Chinese': [676, 906, 2714], 'postman': [677, 762], 'problem.': [678, 749, 763, 1617, 2773], '323–326.': [692], '30': [693], '1978.': [696, 1357, 1875], 'method': [698, 726, 744, 1502, 2768, 3608, 3734], 'finding': [700, 780], 'minimum': [702, 2426, 4107], 'arboresence': [703, 3205], 'directed': [706, 1118, 1402, 1416, 2895, 4019], 'arising': [708], 'from': [709, 3077], 'channel-designing': [711], '1(3):': [719], '233–239.': [720], '31': [721], '1960.': [724, 740], 'Graphic': [725], 'using': [727, 943], 'even': [728], 'odd': [730], 'points.': [731], '10:': [735, 753], '263–266.': [736], '32': [737], 'An': [741, 879, 955, 1443, 1520, 2246, 2927, 2959, 3075, 3990], 'improved': [742], 'graphic': [743, 2767], 'solving': [746, 2770], 'transportation': [748, 2772], '267–275.': [754], '33': [755], 'windy': [761], '9:': [767, 1848, 3857], '41–46.': [768, 874], '34': [769], 'Chen': [774, 1951, 2536, 3530, 3543, 3562, 3906, 4126], 'simple': [777, 1778, 3711], 'second': [782, 3830], 'order-constrained': [783], 'base': [784], 'matroid.': [786], '488–490.': [790], '35': [791], 'Pulleyblank': [796], 'Eulerian': [798, 1453, 1860, 3612, 3616], 'orientations': [799], 'circulations.': [801], 'SIAM': [802], 'Algebraic': [804, 2194], 'Methods': [806], '657–664.': [808], '36': [809], 'Guo,': [810, 834, 854], 'Cai': [814, 1092, 1978, 2121, 2819], 'properties': [817, 2043, 3297, 3934], 'closed-net-diagrams': [819], '3)': [826], 'multisystems.': [828], '756–764.': [832], '37': [833], 'B.': [837, 3780, 3931, 3948], 'Zhu': [838, 1066, 1975, 3197], '2-connected': [844, 3999, 4033], 'Xinjiang': [849, 2007, 2455, 3226], '38': [853], 'complete': [859, 1195, 2090, 2498, 2859, 2876, 3319], 'k-edge-colorable': [860], 'subgraphs': [861], 'Huazhong': [865, 1384, 2202, 2804, 3252, 3476], '(Central': [866, 1385, 2805, 3253, 3477], 'China)': [867, 1386, 2806, 3254, 3478], 'Science': [870, 1266, 1288, 1389, 2331, 2809, 3257, 3389, 3434, 3481, 3977], 'Technology': [872, 1268, 1290, 2333, 2811, 3391, 3436, 3483, 3979], '39': [875], 'He,': [876, 891, 911, 929], 'extremal': [880, 3084], 'connectivity': [884, 3967, 4065], 'Networks': [887], '14:': [888, 4023], '337–354.': [889], '40': [890], 'Research': [894], 'molecular': [897, 1741, 2564, 3517], 'orbital': [898], 'contraction': [900], 'theorem': [901, 1629, 1649, 2000, 3532, 4087], 'Universities': [907], '925–929.': [909], '41': [910], 'He': [915, 933], 'One-to-one': [916], 'correspondence': [917], 'between': [918], 'sextet': [921], 'patterns.': [922], 'Theor.': [923, 946], 'Chim.': [924, 947], 'Acta.': [925, 948, 3853], '42': [928], 'novel': [936], 'nomenclature': [937], 'polycyclic': [939], 'aromatic': [940], 'hydrocarbons': [941], 'without': [942, 1635], 'center.': [945], '68:': [949], '301–303.': [950], '43': [951], 'Hong,': [952, 967, 977, 989, 1010, 1027, 1043], 'Y.': [953, 968, 978, 990, 1011, 1028, 1044, 1065, 1299, 1375, 1440, 1466, 1478, 1498, 1518, 1535, 1759, 1774, 1789, 1810, 1831, 1852, 1874, 1893, 1912, 1932, 1974, 2067, 2082, 2101, 2314, 2392, 2411, 2558, 2576, 3054, 3196, 3339, 3464, 3631, 3920, 3963, 4009, 4056, 4078, 4143, 4159, 4184, 4203], 'eigenvector': [956], 'condition': [957, 1073, 3061, 3691], 'reconstructibility.': [959], '(B).': [963, 1568], '32:': [964], '353–357.': [965], '44': [966], 'edge': [971, 2516], '45': [976], 'Bounds': [979], 'eigenvalues': [982], 'Submitted': [985, 1140, 1161, 1179, 2047, 2487, 2935, 2949, 3040, 3926], 'publication.': [987, 1163, 2049, 2489, 2937, 2951, 3835, 3928], '46': [988], 'reconstructibility': [996], 'Huadong': [1002, 1038, 1057], '3:': [1007, 1127, 1604, 2011, 2205, 2457, 2660, 3597], '29–31.': [1008], '47': [1009], 'k-th': [1014], 'largest': [1015, 1235], 'eigenvalue': [1016, 1236, 3750], 'tree.': [1019], 'Linear': [1021, 2287, 2307], 'Algebra': [1022, 2288, 2308], 'Its': [1024, 4223], 'Applications.': [1025], '48': [1026], 'Spectrum': [1030], 'sole': [1032], 'cycle': [1033, 1449], '1.': [1041, 1733, 2064, 2189, 3028, 3723], '49': [1042], 'coefficients': [1050], '33–35.': [1061], '50': [1062], 'Hu,': [1063], 'G.,': [1064, 1436, 3195], 'arc-pancyclicity': [1076], 'tournament.': [1079, 2131], '207–219.': [1086], '51': [1087], 'Huang,': [1088, 1152], 'Numbers': [1094], 'Hamilton': [1096, 1721, 2179, 3996], 'generalized': [1099], 'Peterson': [1100], 'P(n.2).': [1102], '17–20.': [1108, 3858], '52': [1109], 'Jia,': [1110], 'PLD': [1115, 2395, 3266], 'Jiangxi': [1123, 1962], '65–74.': [1128], '53': [1129], 'Li,': [1130, 1148, 1169, 1187, 1207, 1227, 1248, 1272, 1294, 1314, 1332, 1352, 1374], 'Huang': [1134, 1173, 1191, 1336, 1556, 3398, 3417], 'Score': [1135, 1174, 1560], 'vectors': [1136], 'k-strong': [1138], 'n-tournaments.': [1139], 'publication': [1142, 1181, 3042], 'Theory.': [1146, 1348, 2921, 2989], '54': [1147], 'n-tournament': [1153], '(n': [1156], '–': [1157], '1)-subtournaments': [1158], 'Guangxi': [1166, 2062, 2596], '55': [1168], 'vector': [1175, 1561], 't-reducible': [1177], '(PRC).': [1185, 3818], '56': [1186], 't-coloring': [1193], 'n.': [1199, 2847], '430–436.': [1205], '57': [1206], 'Brualdi': [1212], 'regular': [1216, 2359, 2610, 4000], 'digraphs': [1217, 4110], 'girth': [1219, 2362, 2613], '4.': [1220, 3392, 3437, 3980], 'Czech.': [1221], '33(108):': [1224], '439–447.': [1225], '58': [1226], 'Feng': [1231, 1252], '1979.': [1232, 1737, 1790, 1811, 1894, 3201, 3510, 3732, 4060, 4163], '2(2):': [1245], '167–175.': [1246], '59': [1247], '1976.': [1253, 2560], 'Incidence': [1254, 3824], 'matrices': [1255, 2748, 3737], 'other': [1259], '6(1–2):': [1269], '56–70.': [1270], '60': [1271], 'Q.,': [1273, 1295, 3726], 'Tao': [1275, 1297], 'Shen': [1278, 1300], '1981.': [1279, 1376, 1519, 1913, 2853, 3886, 3932, 4147], 'bandwidth': [1281, 1485, 1505, 2166, 2317, 3787], 'Cm*Cn.': [1283, 1307], '11:': [1291, 2812], '1–16.': [1292], '61': [1293], 'Bandwidth': [1302], 'discrete': [1305], 'tori': [1306], '683.': [1312], '62': [1313], '1980.': [1316, 1933, 1979, 2053, 2315, 3101, 3161, 4188, 4207], 'Structure': [1317, 2722], 'subgraph': [1320, 3716], 'identities': [1321], '23(5):': [1329], '641–645.': [1330], '63': [1331], 'Toppling': [1337], 'kings': [1338, 3035], 'tournament': [1341], 'introducing': [1343], 'new': [1344, 2176, 2669], 'kings.': [1345], '64': [1351], 'F.': [1355, 1398, 1409, 1437, 2479, 2642, 2664, 3199, 3234, 3509, 3527, 3559, 3580, 3601, 3629, 4058, 4080, 4100, 4120], 'Tian': [1356, 2909, 3200, 3235, 4059, 4081, 4101], 'notes': [1359], '21(3):': [1371, 2507], '223–230.': [1372], '65': [1373], 'n-edge-connected': [1379, 2430], 'Technology.': [1391, 3259], '23–28.': [1393], '66': [1394], 'Lin,': [1395, 1406, 1435, 1465, 1477, 1497, 1517, 1534, 1553], 'Zhang': [1399, 1410, 1438, 2626, 2645, 3052, 3802, 4123], 'Complexity': [1400], '67': [1405], 'line': [1417, 3832, 3849], 'spectrum': [1427], '28(22):': [1432], '1348–1350.': [1433], '68': [1434], 'Lin': [1441, 3604, 3632, 3728], 'generating': [1446, 3610], 'all': [1447, 3611], 'elementary': [1448], 'coverings': [1450], 'an': [1452], 'Lanzhou': [1458, 3621, 3772], '18:': [1462], '9–15.': [1463], '69': [1464], 'Bandwidths': [1468, 2054], '(m,n)-configurations': [1470], 'Kuexue': [1473, 4155], '12.': [1475], '70': [1476], 'Degree': [1480, 3202], 'sequence': [1481, 2181, 3454], 'approach': [1482, 3076], 'Henan': [1492], '1–7.': [1495], '71': [1496], 'Harper': [1501], 'Oper.': [1513], '2(2).': [1515], '72': [1516], 'optimum': [1521], 'criterion': [1522], '2*n': [1524], 'scheduling': [1525], '574.': [1532], '73': [1533], 'One-machine': [1537], 'sequencing': [1538], 'minimizing': [1541], 'total': [1542], 'tardiness': [1543], '28–235.': [1551], '74': [1552], 'Y.,': [1554, 3983, 4027, 4099, 4119], 'Kotzig': [1563], 'Tournaments.': [1564], '75': [1571], 'Liu,': [1572, 1588, 1607, 1625, 1645, 1663, 1682, 1699, 1715, 1735, 1758, 1773, 1788, 1809, 1830, 1851, 1873, 1892, 1911, 1931, 1945, 1970, 1993, 2014], 'Pseudo-matchings': [1575], '6–9.': [1586], '76': [1587], 'perfect': [1592], 'quasi-forest': [1595], 'complex': [1596], '11–17.': [1605], '77': [1606], 'lower': [1611], 'bound': [1612], 'solutions': [1614], '1(1):': [1622], '93–96.': [1623], '78': [1624], '1-factors': [1632, 1652], 'hypergraphs': [1634], '(PRC)': [1641, 3794], '4(2):': [1642], '109–111.': [1643], '79': [1644], '(m,n)-trees': [1654], '5:': [1660, 2370, 2757, 2903, 3819, 4139], '267–270.': [1661], '80': [1662], 'duality': [1668], 'ordered': [1673, 1690, 2962, 3185, 4165], '28(11):': [1679], '641–643.': [1680], '81': [1681], '28(23):': [1696], '1469.': [1697], '82': [1698], 'Generating': [1702, 2703, 4208], 'rooted': [1703, 1762, 1777], 'lexicographically': [1707, 4211], '27(19):': [1712], '1153–1155.': [1713], '83': [1714], 'kind': [1719, 2177, 3811, 3871], 'Shipping': [1727], 'Engineering': [1728], 'Harbin,': [1731], 'No.': [1732, 2188], '84': [1734], 'theory': [1739, 2562, 2692, 3151, 3515, 3864], 'orbits': [1742, 2565, 3518], 'application': [1745, 3893], 'conjugate': [1747], 'molecules': [1748], 'proper': [1750], 'axis': [1751], 'Sin.:': [1755, 4215], '55–56.': [1756], '85': [1757], 'Enumerating': [1761, 1776], 'loopless': [1763], 'planar': [1764, 1779, 1839, 1861, 1879, 1898], 'maps.': [1765, 1780], 'Sin.—Eng.': [1769, 1784], 'ed.': [1770, 1785], '2.': [1771, 1786, 2079, 2115, 3459], '86': [1772], '87': [1787], 'non-orientable': [1793], 'genus': [1794, 1815, 1917, 1935], '(Special': [1802, 1823, 4070, 4176], '(I)': [1804], 'Math.):': [1806, 1827, 4074, 4180], '191–201.': [1807], '88': [1808], 'orientable': [1814, 1916], '(II)': [1825, 4072], '41–45.': [1828], '89': [1829], 'functional': [1834, 1855], 'equation': [1835, 1856], 'enumerating': [1837, 1858], 'non-separable': [1838, 1859], 'maps': [1840, 1862], 'vertex': [1842, 1864], 'partition': [1843, 1865, 3121], '646–649.': [1849], '90': [1850], '81–84.': [1871], '91': [1872], 'Modulo-2': [1876], 'programming': [1877], 'embeddings': [1880, 1899, 3825], '321–329.': [1890], '92': [1891], 'Planarity': [1895], 'testing': [1896], '350–365.': [1909], '93': [1910], 'kinds': [1920, 3566], '24:': [1928, 3944], '817–832.': [1929], '94': [1930], 'Orientable': [1934], 'Kn-K3': [1937], '26:': [1942], '188.': [1943], '95': [1944], 'Z.,': [1946, 1971, 3050, 3779], 'Wei': [1948], 'randomly': [1956], 'hypomatchable': [1957], 'Science).': [1966, 3113, 3624], '19–22.': [1968], '96': [1969], 'Ma,': [1973, 2117, 2138], 'Minimum': [1980], 'constraints.': [1985], '1–12.': [1991], '97': [1992], 'Two': [1996, 3374, 3634], 'generalizations': [1997], "Rosa's": [1999], '91–93.': [2012], '98': [2013], 'certain': [2018, 2485], 'related': [2027], 'Natur.': [2034], '16:': [2037, 2866], '183–186.': [2038], '99': [2039], 'Lu,': [2040], 'cyclic': [2045, 3924], '100': [2050], 'Luo,': [2051, 2066, 2081, 2100], 'Km*Pn': [2056], 'Km*Cn': [2058], '101': [2065], 'Binding': [2069, 2103], 'number': [2070, 2125, 2341, 2377, 2518, 2916, 3422, 3970], 'product': [2072, 2321, 2918], 'Fuzhou': [2077, 2096, 2113], '102': [2080], 'isomorphic': [2087, 2856, 2873, 2892, 3327], 'decompositions': [2088], 'tripartite': [2091, 2860, 3320], '3.': [2098], '103': [2099], 'numbers': [2104, 3401], 'products': [2107], 'paths': [2109, 2324], 'cycles.': [2111], '104': [2116], 'arc-disjoint': [2127], 'arboresences': [2128, 4017, 4108], '295–302.': [2136], '105': [2137], 'Qufu': [2150], '83–88.': [2156], '106': [2157], 'Mai,': [2158], 'Luo': [2162], 'Theorems': [2163], 'about': [2164, 2299], '107': [2171], 'Mao,': [2172, 2191], 'Sin.,': [2187], '108': [2190], 'characterizations': [2195], 'symmetric': [2197, 3490], '24–29.': [2206], '109': [2207], 'Read,': [2208, 2239], 'Hu': [2213, 2244], 'construction': [2217], 'enumeration': [2219], 'blocks.': [2222], 'Rep.': [2224], 'CORR': [2225, 2263], '85-11,': [2226], 'Faculty': [2227, 2265], 'Math.Univ.': [2229], 'Waterloo,': [2231, 2270], 'Waterloo': [2232, 2271], ',': [2233, 2235, 2272, 2274], 'Ont.': [2234, 2273], 'Canada': [2236, 2275], '110': [2238], 'representing': [2251], 'according': [2254], 'rules': [2257], 'nodal': [2259], 'nomenclature.': [2260], 'Rep': [2262], '85-13,': [2264], 'Math.,': [2267], '111': [2277], 'Shao,': [2278, 2293], 'exponent': [2283, 2301], 'primitive': [2285, 2305], 'digraphs.': [2286, 3502], '64:': [2290], '21–23.': [2291], '112': [2292], 'matrices.': [2306], '65:': [2310], '91–123.': [2311], '113': [2312], 'Shen,': [2313], 'strong': [2320, 3671, 3694, 4063], '100–102.': [2335], '114': [2336], 'Shi,': [2337, 2355, 2373, 2391, 2410], 'binding': [2340, 2376, 2915], 'pancyclicity.': [2347], '115': [2354], 'Smallest': [2358, 2609], 'pair': [2363], '(4,5).': [2364], '34–42.': [2371], '116': [2372], 'triangle.': [2383], '117': [2390], '23–33.': [2408], '118': [2409], 'theorems': [2414, 2514, 3375], 'uniquely': [2416], 'pancyclic': [2417, 2672], '58.': [2421], '119': [2422], 'Su,': [2423, 2439, 2460], '120': [2438], 'Maximum': [2442, 2839, 3218], 'k-edge-connected': [2447], 'small': [2450, 2465], '72–76.': [2458], '121': [2459], 'Vertices': [2463], 'degrees': [2466], 'h-connected': [2469, 3247], '19:': [2475, 3625], '1216.': [2476], '122': [2477], 'Sun,': [2478, 2491, 2510, 2530], 'K1,n-factor': [2483], '123': [2490], 'cycle-decomposition': [2496], 'Nanjing': [2503, 2550, 3660], '421–426.': [2508], '124': [2509], '510–512.': [2528], '125': [2529], 'H.,': [2531], 'Ni': [2533], 'criticality': [2540], 'index': [2543], '832–836.': [2553], '126': [2554], 'Tang,': [2555, 2573], 'Jiang': [2559, 2577], '49–64.': [2571], '127': [2572], '1977.': [2578], '218.': [2582], '128': [2583], 'Tao,': [2584], 'P.': [2585], 'arc-pan-bypass': [2591], 'property': [2592, 4128], '138–141.': [2599], '129': [2600], 'Tian,': [2601, 2620, 2641, 2663, 4121], 'F.,': [2602, 2621, 3541], 'Deng': [2604], 'Shi': [2607, 2667], '(4,2t+1).': [2614], 'Graphs': [2615, 3553, 3914], '201–202.': [2618], '130': [2619], 'Wu': [2623, 3685], 'Cycles': [2628], 'each': [2630], 'length': [2631], '33:': [2638, 3678], '245–255.': [2639], '131': [2640], 'graph.': [2654], 'Sys.': [2656], '55–61.': [2661], '132': [2662], '133': [2681], 'Tso,': [2682], 'Chang': [2687], 'Recent': [2688], 'research': [2689], 'engineering': [2695], 'applications': [2696, 3142], 'China.': [2698], '134': [2699], 'Wan,': [2700, 2719, 2736, 2760], 'function': [2704, 2740], 'recursion': [2706], 'formulas': [2707], 'U(R,S).': [2709], 'Numer.': [2710], 'Math.:': [2711], '319–326.': [2717], '135': [2718], 'cardinalities': [2723], 'U(R,S)': [2727, 2745], '(0,1)-matrices.': [2729], '5(1).': [2734], '136': [2735], 'Cardinal': [2739], 'f(R,S)': [2741], '0–1': [2747], 'nonzero-point': [2751], 'set.': [2752], '113–116.': [2758], '137': [2759], '1962.': [2762], '11.': [2776], '138': [2777], 'Wang,': [2778, 2792, 2815, 2837, 2851, 2869, 2887, 2906, 2925, 2939, 2953], 'Reconstruction': [2781, 2821], 'coloring': [2783], '61–67.': [2790], '139': [2791], 'partially': [2798, 3380, 3448], 'labelled': [2799, 3381, 3449], '67–72.': [2813], '140': [2814], 'T.': [2818, 3357], 'vertices': [2826, 4042], 'unlabelled': [2827], '55–59.': [2835], '141': [2836], '142': [2850], 'factorization': [2857, 2874, 2893, 3328, 3922], '1023.': [2867], '143': [2868], 'equipartite': [2877], '8:': [2884, 3169, 3576, 3742], '703–712.': [2885], '144': [2886], 'multipartite': [2896], '400–408.': [2904], '145': [2905], 'J.,': [2907], 'Singapore:': [2922], '119–128.': [2923], '146': [2924], 'feasible': [2930], 'circuit': [2931], 'oriented': [2933, 2946], 'matroids.': [2934], '147': [2938], 'finite': [2942], 'conformal-elimination-free': [2943], 'matroid': [2947], 'programming.': [2948], '148': [2952], 'Guan': [2957], 'independent': [2963], 'transversals': [2964], 'Shangdong': [2968], '1–3.': [2972], '149': [2973], 'Whitehead,': [2974, 2993], 'E.': [2975, 2994], 'uniqueness': [2982], 'equivalence': [2984], 'K4-homeomorphs,': [2986], '8(3):': [2990, 3008], '355–364.': [2991], '150': [2992], 'Cutpoints': [3000], '371–377.': [3009], '151': [3010], 'Wu,': [3011, 3030, 3049], '1973.': [3013], 'mathematical': [3015], 'design': [3019], 'integral': [3021], 'circuits': [3022, 3500], '152': [3029], 'results': [3033], '153': [3048], 'Zou': [3055], 'necessary': [3058, 3688], 'arcpancyclicity': [3063], '(A).': [3068], '24–254.': [3070], '154': [3071], 'Xie,': [3072, 3099, 3117, 3138, 3159, 3172], '1964.': [3074], 'topology': [3079, 3145], 'towards': [3080], 'graphical': [3082, 3607], 'method—The': [3083], 'problems': [3085, 3122, 3163], 'n-complex': [3087], 'Sch.': [3093], 'Super.': [3094], '139–164.': [3097], '155': [3098], 'Optimal': [3102], 'r-dimensional': [3103], 'n-complexes': [3106], '1–11.': [3115], '156': [3116], 'Connected': [3120], 'n-dimensional': [3126], 'complexes': [3127], 'Sciences)': [3134], '1–9.': [3136, 3626], '157': [3137], 'methods': [3146], 'matroids': [3150], 'Adv.': [3154], '12:': [3156], '179–192.': [3157], '158': [3158], 'Programming': [3162], 'n-complexes.': [3165], '267–274.': [3170], '159': [3171], 'L.,': [3173, 3838], 'Zheng': [3175], '27(6):': [3191], '321–323.': [3192], '160': [3193], 'Xu,': [3194, 3215, 3231, 3261, 3277, 3289], 'constrained': [3203], 'optimal': [3204], '2(4):': [3212], '295–301.': [3213], '161': [3214], '123.': [3229], '162': [3230], 'Low': [3236], 'bounds': [3237], 'h-edge-connected': [3244], '163': [3260], 'Univ.:': [3274], '14–18.': [3275], '164': [3276], 'chromaticity': [3283], 'wheels.': [3285], '165': [3288], 'Xu': [3293], 'self-dual': [3299], 'Beijing': [3304], 'Post': [3305], 'Telecommunications': [3307], '63–69.': [3310], '166': [3311], 'Yang,': [3312, 3338], 'K(A,': [3322], 'B,': [3323], 'C)': [3324], '393–405.': [3336], '167': [3337], "Bondy's": [3342], 'closures': [3348], '29(9):': [3353], '515.': [3354], '168': [3355], 'Yao,': [3356], "Reid's": [3359], 'sets': [3363], 'tournaments.In': [3365], '169': [3367], 'Yie,': [3368, 3394, 3413, 3439], 'Gong': [3372], '170': [3393], 'Ramsey': [3400, 3421], 'Tongbao.': [3410, 4156], '30(23).': [3411], '171': [3412], '172': [3438], 'Shao': [3443], 'given': [3452], '173': [3460], 'Yu,': [3461, 3487], 'Ma': [3465, 4104], 'Remarks': [3467], 'critically': [3470], 'n-connected': [3471], '13–14.': [3485], '174': [3486], '175': [3495], 'Zhang,': [3496, 3508, 3526, 3540, 3558, 3579, 3600, 3628, 3649, 3667, 3681, 3706, 3725, 3745, 3755, 3778, 3798], 'Arc-disjoint': [3499], '41:': [3505], '79–96.': [3506], '176': [3507], 'Mathematical': [3511], 'foundations': [3512], '157–160.': [3524], '177': [3525], 'Match.': [3536], '178': [3539], 'Guo': [3546, 3583], 'Perfect': [3548], 'hexagonal': [3551, 3912], 'systems.': [3552, 3913], '8.': [3556], '179': [3557], '227–234.': [3577], '180': [3578], 'strongly': [3589], 'connected': [3590], 'Xiniang': [3595], '1–6.': [3598, 4140], '181': [3599], 'tours': [3613], 'digraph': [3617], '182': [3627], 'general': [3637], '28:': [3646], '122–130.': [3647], '183': [3648], 'Vertex': [3652], 'even-pancyclicity': [3653], '(Math.': [3662], 'Biquarterly).': [3663], '85–88.': [3665], '184': [3666], 'Completely': [3670], 'path-connected': [3672], '166–177.': [3679], '185': [3680], 'path-connectivity': [3695], '385–392.': [3704], '186': [3705], 'Every': [3709], '4-regular': [3710], 'contains': [3713], '3-regular': [3715], 'Changsha': [3720], 'Railway': [3721, 3773], '187': [3724], 'Wang': [3731, 3843, 4146, 4162, 4187, 4206], 'Graphical': [3733], 'Huckel': [3736], '779–791.': [3743], '188': [3744], 'subgraphs.': [3752], '189': [3754], 'Four': [3758], 'first': [3767, 3810], 'College.': [3774], '4(3):': [3775], '40–42.': [3776], '190': [3777], 'Yao': [3781], 'Xie': [3784], '3(4):': [3795], '323–330.': [3796], '191': [3797], '161–165.': [3820], '192': [3821], 'Zhao,': [3822, 3837, 3860], 'into': [3828], 'their': [3829], 'iterated': [3831], 'graphs.Submitted': [3833], '193': [3836], 'Hamiltonian': [3848], '194': [3859], 'stringing': [3867], '370–372.': [3882], '195': [3883], 'Zheng,': [3884, 3902], 'Representations': [3887], 'counting': [3895], '26(20):': [3899], '1221–1224.': [3900], '196': [3901], 'cover': [3910], '295–298.': [3917], '197': [3918], 'Zhou,': [3919], 'Isomorphic': [3921], '198': [3929], 'Zhu,': [3930, 3947, 3962, 3982, 4008, 4026, 4055, 4077, 4098, 4118, 4142, 4158, 4183, 4202], '436–443.': [3945], '199': [3946], 'Critical': [3950], '292–301.': [3960], '200': [3961], '(0,1)-matrices': [3965], 'stable': [3969], 'Wuhan': [3974], '201': [3981], 'Yu': [3988, 4032], 'improvement': [3991], "Jackson's": [3993], 'result': [3994], '237–248.': [4006], '202': [4007], '1965.': [4013], 'shortest': [4016], '1396–1400.': [4024], '203': [4025], 'k-regular': [4034], 'at': [4037], 'most': [4038], '3k': [4039], '36–49,': [4052], '136–145.': [4053], '204': [4054], 'path': [4064], 'Sin': [4069], '18–28.': [4075], '205': [4076], 'Generalization': [4083], 'Bondy-Chvatal': [4086], 'K-clousure.': [4090], '247–255.': [4096], '206': [4097], '1975.': [4105], '352–359.': [4116], '207': [4117], 'Arc-pancyclic': [4127], 'under': [4131], 'conditions.': [4134], 'Inf.': [4136], 'Opt.': [4137], '208': [4141], 'Ordered': [4148], 'k-ary': [4149, 4209], 'restriction': [4152, 4169, 4193], 'path-lengths.': [4154], '209': [4157], 'binary': [4166, 4190], 'path-length.': [4173], '(1)': [4178], '78–87.': [4181], '210': [4182], 'Generalized': [4189], 'path-lengths': [4196], '211': [4201], '613–618.': [4216], 'Citing': [4217], 'Literature': [4218], 'Volume576,': [4219], 'Issue1Graph': [4220], 'Applications': [4224], 'East': [4225], 'West:': [4227], 'Proceedings': [4228], 'China‐USA': [4232], 'International': [4233], 'ConferenceDecember': [4236], '1989Pages': [4237], 'ReferencesRelatedInformation': [4239]}, 'cited_by_api_url': 'https://api.openalex.org/works?filter=cites:W2171793856', 'counts_by_year': [{'year': 2023, 'cited_by_count': 1}], 'updated_date': '2024-12-12T13:41:26.405378', 'created_date': '2016-06-24'}