05C Graph theory

Section P S
05C05 Trees   6  
05C07? Degree sequences      
05C10? Topological graph theory, imbedding See also 57M15, 57M25    
05C12? Distance in graphs      
05C15? Coloring of graphs and hypergraphs      
05C17? Perfect graphs      
05C20? Directed graphs (digraphs), tournaments      
05C22? Signed, gain and biased graphs      
05C25? Graphs and groups See also 20F65    
05C30? Enumeration of graphs and maps      
05C35? Extremal problems See also 90C35    
05C38? Paths and cycles See also 90B10    
05C40? Connectivity      
05C45? Eulerian and Hamiltonian graphs      
05C50? Graphs and matrices      
05C55? Generalized Ramsey theory      
05C60? Isomorphism problems (reconstruction conjecture, etc.)      
05C62? Graph representations (geometric and intersection representations, etc.)      
05C65? Hypergraphs      
05C69? Dominating sets, independent sets, cliques      
05C70? Factorization, matching, covering and packing      
05C75? Structural characterization of types of graphs      
05C78? Graph labelling (graceful graphs, bandwidth, etc.)      
05C80? Random graphs      
05C83? Graph minors      
05C85? Graph algorithms See also 68R10, 68W05    
05C90? Applications      
05C99? None of the above, but in this section      

P = Primary classification

S = Secondary classification

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Topic revision: r2 - 2006-10-23 - 21:50:17 - JosefUrban
 
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