20E Structure and classification of infinite or finite groups

Section P S
20E05? Free nonabelian groups      
20E06? Free products, free products with amalgamation, Higman-Neumann-Neumann extensions, and generalizations      
20E07? Subgroup theorems; subgroup growth      
20E08? Groups acting on trees See also 20F65    
20E10? Quasivarieties and varieties of groups      
20E15 Chains and lattices of subgroups, subnormal subgroups See also 20F22 1  
20E18? Limits, profinite groups      
20E22? Extensions, wreath products, and other compositions See also 20J05    
20E25? Local properties      
20E26? Residual properties and generalizations      
20E28? Maximal subgroups      
20E32? Simple groups See also 20D05    
20E34? General structure theorems      
20E36? General theorems concerning automorphisms of groups      
20E42? Groups with a $BN$-pair; buildings See also 51E24    
20E45? Conjugacy classes      
20E99? None of the above, but in this section      

P = Primary classification

S = Secondary classification

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Topic revision: r1 - 2007-01-04 - 10:53:39 - MarcoRiccardi
 
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