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        Two classical results in the quantum mixed case.
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        Lars Thams
        
                            Veröffentlicht/Copyright:
                            
                                9. Dezember 2009
                            
                        
                    
                
            
  Online erschienen: 2009-12-09
 
 
  Erschienen im Druck: 1993
 
Walter de Gruyter
                                        
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                                    Artikel in diesem Heft
- Titelei
- Second order differentiability of integral functionals on Sobolev spaces and L2-spaces.
- Resolutions for smooth representations of the general linear group over a local field.
- Moduli of Poncelet polygons.
- Cohomology with compact supports for q-complete spaces.
- On Siegel modular forms. Part I.
- Surfaces of degree 10 in the Grassmannian of lines in 3-space.
- Two classical results in the quantum mixed case.
- Good reduction of elliptic curves in abelian extensions.
- Derivations, semidirect products and reduced cyclic cohomology.
- On the center of Galois groups of maximal pro-p extensions of algebraic number fields with restricted ramification.
- Geometric finiteness and uniqueness for Kleinian groups with circle packing limit sets.
Artikel in diesem Heft
- Titelei
- Second order differentiability of integral functionals on Sobolev spaces and L2-spaces.
- Resolutions for smooth representations of the general linear group over a local field.
- Moduli of Poncelet polygons.
- Cohomology with compact supports for q-complete spaces.
- On Siegel modular forms. Part I.
- Surfaces of degree 10 in the Grassmannian of lines in 3-space.
- Two classical results in the quantum mixed case.
- Good reduction of elliptic curves in abelian extensions.
- Derivations, semidirect products and reduced cyclic cohomology.
- On the center of Galois groups of maximal pro-p extensions of algebraic number fields with restricted ramification.
- Geometric finiteness and uniqueness for Kleinian groups with circle packing limit sets.