Simplicity of algebras via epsilon-strong systems
Patrik Nystedt
Patrik Lundström
Professor
Forskare i algebra
Organization
Staff member at Division of Computer engineering and computer science. Conducts research in natrural sciences, mathematics.Read more about my research on our Swedish website.
Publications
Noncommutatively Graded Algebras
Patrik Nystedt
Epsilon-Strongly Groupoid-Graded Rings, The Picard Inverse Category And Cohomology
Patrik Nystedt, Johan Öinert, Hector Pinedo
Simple graded rings, nonassociative crossed products and Cayley-Dickson doublings
Patrik Nystedt, Johan Öinert
Simplicity of Ore monoid rings
Patrik Nystedt, Johan Öinert, Johan Richter
Epsilon-strongly graded rings, separability and semisimplicity
Patrik Nystedt, Johan Öinert, Héctor Pinedo
Artinian and noetherian partial skew groupoid rings
Patrik Nystedt, Johan Öinert, Héctor Pinedo
Fuzzy crossed product algebras
Patrik Nystedt
Simple semigroup graded rings
Patrik Nystedt, Johan Oinert
Simple rings and degree maps
Patrik Nystedt, J. Öinert
Simple skew category algebras associated with minimal partially defined dynamical systems
Patrik Nystedt, Johan Öinert
Von-Neumann Finiteness and Reversibility in some Classes of Non-Associative Algebras
Erik Darpö, Patrik Nystedt
Arc length of function graphs via Taylor’s formula
Patrik Nystedt
Poisson’s fundamental theorem of calculus via Taylor’s formula
Patrik Nystedt
Group gradations on Leavitt path algebras
Patrik Nystedt, Johan Öinert
Partial category actions on sets and topological spaces
Patrik Nystedt
Non-associative Ore extensions
Patrik Nystedt, Johan Öinert, Johan Richter
A proof of the law of sines using the law of cosines
Patrik Nystedt
Outer Partial Actions and Partial Skew Group Rings
Patrik Nystedt, Johan Öinert
A Proof of the Cosine Addition Formula Using the Law of Cosines
Patrik Nystedt
A combinatorial proof of associativity of Ore extensions
Patrik Nystedt
Limits of Fuzzy Categories
Patrik Nystedt