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18篇 您的检索式:作者名="Schiermeyer I"
    题名 作者 年代 出处 被引量
1Vertex coloring and forbidden subgraphs-a survey显示文摘Randerath B Schiermeyer I 2004Graphs Combin2004,20,1:1
2The ramsey numbers R(C7, C7, C7)显示文摘Faudree R J Schelten A Schiermeyer I 2003Discussiones Mathematicae Graph Theory2003,23,1:1
3The Ramsey number R(C7,C7,C7)显示文摘FAUDREE R J SCHELTEN A SCHIERMEYER I 2003Discuss Math Graph Theory2003,23,1:1
4All cycle-complete graph Ramsey numbers R(Cm,K6)显示文摘SCHIERMEYER I 2003J of Graph Theory2003,44,4:1
5Extremal problems for imbalanced edges显示文摘RAUTENBACH D SCHIERMEYER I 2006Graphs Combin2006,22,:1
6Rainbow numbers for matchings and complete graphs显示文摘SCHIERMEYER I 2004Discrete Mathematics2004,286,12:1
7Rainbow connection in graphs with mini- mum degree three显示文摘Schiermeyer I 2009Lecture Notes in Comput Sci2009,5874,:1
8A note on brooks theorem for triangle-free graphs显示文摘Randerath B Schiermeyer I 2002Australas J Comb2002,26,:1
9Vertex coloring and forbidden subgraphs-a survey显示文摘Randerath B Schiermeyer I 2004Graphs Combin2004,20,:1
10On the independence number of a graph in terms of order and size 显示文摘Harant J Schiermeyer I 2001Discrete Mathematics2001,232,:1
11On quadrilaterals in a graph显示文摘RANDERATH B SCHIERMEYER I WANG H 1999Discrete Math1999,203,:1
12A note on Brooks' theorem for triangle-free graphs 显示文摘RANDERATH B SCHIERMEYER I 2002Australas J Comb2002,26,:1
13Vertex coloring and forbidden subgraphs-a survey 显示文摘RANDERATH B SCHIERMEYER I 2004Graphs Combin2004,20,1:1
14Dirac′s minimum degree condition restricted to claws显示文摘BROERSMA H J RYJáCEK Z SCHIERMEYER I 0,,:1
15Rainbow numbers for matchings and complete graphs显示文摘Schiermeyer I 2004Discrete Mathematics2004,286,:1
16Vertex coloring and forbidden subgraphs-a survey显示文摘Randerath B Schiermeyer I 2004Graphs Combin2004,20,1:1
17Degree conditions for k-ordered hamiltonian graphs显示文摘Fandree R J Gould R Kostochka A V Lesniak L Schiermeyer I Saito A 2003J Graph Theory2003,42,:1
18On quadrilaterals in a graph显示文摘B Randerath I Schiermeyer H Wang 1999Discrete Math1999,203,:1
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