Geiß, Christof - Instituto de Matemáticas, Universidad Nacional Autónoma de México

• Semestre 2008/2 Algebra Superior II Christof Geiss
• Semestre 2003/1 Algebra Moderna I Christof Geiss
• Semestre 2005/2 Algebra Superior II Titular: Christof Geiss
• Semestre 2005/2 Algebra Superior II Titular: Christof Geiss
• ALGEBRA SUPERIOR II ALGUNAS PROPIEDADES DE LOS N UMEROS NATURALES
• Semestre 2006/1 Algebra Lineal I Titular: Christof Geiss
• Semestre 2003/1 Algebra Moderna I Christof Geiss
• Smooth Automorphism Group Schemes DANIEL R. FARKAS
• Semestre 2005/1 Algebra Superior I Christof Geiss
• VARIETIES OF MODULES OVER TUBULAR ALGEBRAS CHRISTOF GEISS AND JAN SCHR 
• Horn's problem and semi-stability for quiver representations W. Crawley-Boevey and Ch. Gei
• Gentle algebras are Gorenstein Ch. Gei and I. Reiten
• Semestre 2009/1 Algebra Lineal I Christof Geiss
• Semestre 2009/2 Algebra Lineal II Christof Geiss
• Semestre 2007/2 Algebra Superior I Christof Geiss
• Semestre 2009/2 Algebra Lineal II Christof Geiss
• ALGEBRA SUPERIOR II ALGUNAS PROPIEDADES DE LOS N UMEROS NATURALES
• Semestre 2009/1 Algebra Lineal I Christof Geiss
• Semestre 2009/2 Algebra Lineal II Christof Geiss
• Appendix: On the derived subspaceproblem Ch. Gei and B. Keller
• Semestre 2005/2 Algebra Superior II Titular: Christof Geiss
• AuslanderReiten Components for Clans Christof Gei Jos'e Antonio de la Pe~na
• Semestre 2005/1 Algebra Superior I Christof Geiss
• Contemporary Mathematics Introduction to Moduli Spaces Associated to Quivers
• CEJM 1 (2004) 131 Central European Journal of Mathematics Classification of discrete derived categories
• Semestre 2009/1 Algebra Lineal I Christof Geiss
• MAPS BETWEEN REPRESENTATIONS OF CLANS CHRISTOF GEISS
• Non-reduced automorphism schemes Ch. Gei and D. Voigt
• DEFORMATIONS OF BIMODULE PROBLEMS CHRISTOF GEISS (MEXICO D.F.)
• Geometric methods in representation theory of finite dimensional algebras
• On the tameness of certain 2-point algebras Peter Draxler and Christof Gei
• Semestre 2009/2 Algebra Lineal II Christof Geiss
• Semestre 2009/2 Algebra Lineal II Christof Geiss
• Semestre 2009/2 Algebra Lineal II Christof Geiss
• Semestre 2009/2 Algebra Lineal II Christof Geiss
• Semestre 2009/1 Algebra Lineal I Christof Geiss
• Semestre 2009/1 Algebra Lineal I Christof Geiss
• Semestre 2009/1 Algebra Lineal I Christof Geiss
• Semestre 2008/2 Algebra Superior II Christof Geiss
• Semestre 2008/2 Algebra Superior II Christof Geiss
• Semestre 2008/2 Algebra Superior II Christof Geiss
• Semestre 2008/2 Algebra Superior II Christof Geiss
• Semestre 2007/2 Algebra Superior I Christof Geiss
• Semestre 2006/1 Algebra Lineal I Titular: Christof Geiss
• Semestre 2006/1 Algebra Lineal I Titular: Christof Geiss
• Semestre 2006/1 Algebra Lineal I Titular: Christof Geiss
• Semestre 2006/1 Algebra Lineal I Titular: Christof Geiss
• Semestre 2006/1 Algebra Lineal I Titular: Christof Geiss
• ALGEBRA SUPERIOR II TITULAR: DR. CHRISTOF GEISS.
• Semestre 2005/2 Algebra Superior II Titular: Christof Geiss
• Semestre 2005/2 Algebra Superior II Titular: Christof Geiss
• Semestre 2006/1 Algebra Lineal I Titular: Christof Geiss
• Semestre 2009/2 Algebra Lineal II Christof Geiss
• Semestre 2009/1 Algebra Lineal I Christof Geiss
• Semestre 2003/1 Algebra Moderna I Christof Geiss
• Semestre 2009/2 Algebra Lineal II Christof Geiss
• Semestre 2005/1 Algebra Superior I Christof Geiss
• Semestre 2009/1 Algebra Lineal I Christof Geiss
• ON THE NOTION OF DERIVED TAMENESS CHRISTOF GEISS AND HENNING KRAUSE
• TAME DISTRIBUTIVE ALGEBRAS AND RELATED CHRISTOF GEISS
• Semestre 2008/2 Algebra Superior II Christof Geiss
• ON COMPONENTS OF TYPE ZA FOR STRING
• Semestre 2005/1 Algebra Superior I Christof Geiss
• Semestre 2009/2 Algebra Lineal II Christof Geiss
• ALGEBRA SUPERIOR II ALGUNAS PROPIEDADES DE LOS N UMEROS NATURALES
• Semestre 2003/1 Algebra Moderna I Christof Geiss
• Derived tame algebras and Euler-forms with an Appendix in collaboration with B. Keller
• Diagonalizable Derivations of FiniteDimensional Algebras I
• Semestre 2005/2 Algebra Superior II Titular: Christof Geiss
• Semestre 2006/1 Algebra Lineal I Titular: Christof Geiss
• Semestre 2007/2 Algebra Superior I Christof Geiss
• Semestre 2009/1 Algebra Lineal I Christof Geiss
• Semestre 2012/1 Algebra Lineal I Christof Geiss
• Semestre 2012/1 Algebra Lineal I Christof Geiss
• Semestre 2012/1 Algebra Lineal I Christof Geiss
• Semestre 2012/1 Algebra Lineal I Christof Geiss
• Semestre 2012/1 Algebra Lineal I Christof Geiss
• Semestre 2012/1 Algebra Lineal I Christof Geiss
• Semestre 2012/1 Algebra Lineal I Christof Geiss
• Semestre 2012/2 Algebra Moderna Christof Geiss
• UNIVERSIDAD NACIONAL AUTNOMA DE MXICO PROGRAMA DE POSGRADO
• Semestre 2012/2 Algebra Moderna Christof Geiss
• Semestre 2012/2 Algebra Moderna Christof Geiss
• Semestre 2012/2 Algebra Moderna Christof Geiss
• Semestre 2012/2 Algebra Moderna Christof Geiss
• Introduction to the representation theory of Michael Barot