Artículos relacionados con Grupos de automorfismos

• Riemann surfaces with a large abelian group of automorphisms. (0010-0757)
• Sur la structure du groupe d'automorphismes de certaines surfaces affines. (0214-1493)
• On commuting polynomial automorphisms of C². (0214-1493)
• Involving symmetries of Riemann surfaces to a study of the mapping class group. (0214-1493)
• Stable rational cohomology of automorphism groups of free groups and the integral cohomology of moduli spaces of graphs. (0214-1493)
• Big groups of automorphisms of some Klein surfaces. (1578-7303)
• Riemann and Klein surfaces with nodes viewed as quotients. (1139-1138)
• On a subvariety of the moduli space. (0213-2230)
• Reflexivity of the isometry group of some classical spaces. (0213-2230)
• On ovals on Riemann surfaces. (0213-2230)
• Topological automorphism groups of chains. (1134-5632)
• Representations of synonymy and antonymy by automorphisms in fuzzy set theory. (0210-7821)
• An example of degeneration on the noded Schottky space. (1139-1138)
• A₄, A₅, S₄ and S₅ of Schottky type. (1139-1138)
• Characteres and Galois invariants of regular dessins. (1139-1138)
• Isometries and automorphisms of the spaces of spinors. (0214-3577)
• Non-maximal cyclic group actions on compact Riemann surfaces. (0214-3577)
• The full automorphism group of the Kulkarni surface. (0214-3577)
• Automorphisms of generic cyclic covers. (0214-3577)
• Metabelian groups acting on compact Riemann surfaces. (0214-3577)
• Pointwise convergent nets of holomorphic automorphisms of the unit ball of Cartan factors. (0214-3577)
• The modular characters of the twisted Chevalley group 2D4(2) over GF2. (0214-3577)
• The 3-modular characters of the twisted Chevalley group 2D4(2) y 2D4(2).2. (0214-3577)
• Graded algebra automorphisms. (0010-0757)
• Extension of maps defined on many fibres. (0010-0757)
• Automorphismes de certains completés du corps de Weyl quantique. (0010-0757)
• *-value functions and total subrings in *-fields. (0010-0757)
• A generalization of the theorem of Schur-Zassenhaus (0010-0757)