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2002, Chu ban., Wen xue cong shu (INK yin ke chu ban you xian gong si), ISBN 9868042534, Volume 15, 249
Book
1996, Di 1 ban., ISBN 7562607664, 3 v. (18, 1224 p.)
Book
1989, Chu ban., Yuan shen cong shu, Volume 72, 223
Book
1988, Chu ban., Dang dai cong shu, Volume 6, 3, 151
Book
1999, Di 1 ban., Wo men de gong he guo cong shu. Zhong ren juan, ISBN 780154000X, 4, 3, 197
Book
2014, Di 1 ban., ISBN 9787549408566, 2 volumes (11, 657 pages)
Ben shu dui zhong guo mei ping de qi xing yuan liu zuo le shu li fen xi, dui mei ping wen hua yuan yuan ji fen qi yi ji zhong guo mei ping de dui wai ying... 
China | Celadon ware
Book
Nature Genetics, ISSN 1061-4036, 11/2009, Volume 41, Issue 11, pp. 1234 - 1237
Journal Article
Nature Genetics, ISSN 1061-4036, 02/2009, Volume 41, Issue 2, pp. 205 - 210
Journal Article
Nature Genetics, ISSN 1061-4036, 07/2011, Volume 43, Issue 7, pp. 690 - 694
Journal Article
中华医学杂志:英文版, ISSN 0366-6999, 2016, Volume 129, Issue 7, pp. 757 - 762
Journal Article
Journal of Combinatorial Theory, Series A, ISSN 0097-3165, 04/2020, Volume 171, p. 105172
A graph is edge-primitive if its automorphism group acts primitively on the edge set. In this short paper, we prove that a finite 2-arc-transitive... 
Almost simple group | Edge-primitive graph | 2-arc-transitive graph | Primitive group | MATHEMATICS | STABILIZERS | PERMUTATION-GROUPS | TRANSITIVE GRAPHS
Journal Article
Journal of Applied Polymer Science, ISSN 0021-8995, 05/2015, Volume 132, Issue 20, pp. np - n/a
Journal Article
Bulletin of the Malaysian Mathematical Sciences Society, ISSN 0126-6705, 7/2018, Volume 41, Issue 3, pp. 1265 - 1274
A graph is called 2-planar if it can be drawn in the plane such that each edge is crossed by at most other two edges. The weight of an edge is the sum of... 
05C10 | Light edge | Mathematics, general | Mathematics | Applications of Mathematics | 68R10 | 2-planar graph | Weight | 1-PLANAR GRAPHS | COLORINGS | MATHEMATICS | CROSSINGS | Graphs | Graph theory
Journal Article
Bulletin of the Korean Mathematical Society, ISSN 1015-8634, 2017, Volume 54, Issue 3, pp. 763 - 787
A graph is called 1-planar if it can be drawn in the Euclidean plane R-2 such that each edge is crossed by at most one other edge. The weight of an edge is the... 
Weight | Light edge | 1-planar graph | MATHEMATICS | EDGE COLORINGS | weight | light edge
Journal Article
Journal Article