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Porst, Hans-E. Fachbereich 3 - Mathematik und Informatik, Universität Bremen
On Coalgebras which are Algebras HansE. Porst and Christian Dzierzon
KATEGORIELLES Was ist das?
Takeuchi's Free Hopf Algebra Construction HansE. Porst
Algebraic lattices and locally finitely presentable categories HansE. Porst
Limits and Colimits of Hopf Algebras HansE. Porst
Free Internal Groups HansE. Porst
On Categories of Monoids, Comonoids, and HansE. Porst
Algebra, Coalgebra, and Dualization HansE. Porst
Equivalence for Varieties in General and for BOOL in Particular
Algebraic Theories of Quasivarieties Jiri Adamek
On Tree Coalgebras and Coalgebra Presentations
ARCHIVUM MATHEMATICUM (BRNO) Tomus 42 (2006),
Fundamental Constructions for Coalgebras, Corings, and Comodules
Residually Small Varieties Without Rank HansE. Porst
Universal Constructions for Hopf Algebras HansE. Porst
Minimal Generators In Varieties Hans-E. Porst (porst@math.uni-bremen.de)
ON SUBCATEGORIES OF THE CATEGORY OF HOPF ALGEBRAS HANS-E. PORST
Under consideration for publication in Math. Struct. in Comp. Science On Varieties and Covarieties in a Category
Generalized Morita Theories The power of categorical algebra
Hu's Primal Algebra Theorem Revisited HansE. Porst
Dual Adjunctions Between Algebras and Coalgebras HansE. Porst
CMCS'01 Preliminary Version From Varieties of Algebras to Covarieties
Prof. Dr. Hans-E. Porst 23.6.2011 Kategorientheorie
