Alex Martsinkovsky is an associate professor at the Department of Mathematics, Northeastern University, Boston, USA. He holds a PhD degree in Mathematics from Brandeis University. His main interests include functor categories, homological algebra, and their applications. He has co-edited six volumes for the American Mathematical Society, Cambridge University Press and Springer.

• Colocalizing subcategories on differentially graded algebras.- A module-theoretic introduction to abstract elementary classes.- The dark side of categorical Banach space theory.- The Ziegler spectrum for enriched ringoids and schemes.- Distributive laws in a non associative setting.- Universal enveloping of certain types of structures of Lie and Leibniz algebras.- Finite-order distributions: A purely algebraic approach.- Cotilting dualities for Artinian rings.- On covering theory and its applications.- On the computation of the vanishing locus of a finitely presented functor.- Pp-types in additive structures.- On the classification of centralizers of ODOs: An effective differential algebra approach.- Controllability and vector potential.- Morphisms determined by objects and the minimal determiners.

Alex Martsinkovsky is an associate professor at the Department of Mathematics, Northeastern University, Boston, USA. He holds a PhD degree in Mathematics from Brandeis University. His main interests include functor categories, homological algebra, and their applications. He has co-edited six volumes for the American Mathematical Society, Cambridge University Press and Springer.

• Colocalizing subcategories on differentially graded algebras.- A module-theoretic introduction to abstract elementary classes.- The dark side of categorical Banach space theory.- The Ziegler spectrum for enriched ringoids and schemes.- Distributive laws in a non associative setting.- Universal enveloping of certain types of structures of Lie and Leibniz algebras.- Finite-order distributions: A purely algebraic approach.- Cotilting dualities for Artinian rings.- On covering theory and its applications.- On the computation of the vanishing locus of a finitely presented functor.- Pp-types in additive structures.- On the classification of centralizers of ODOs: An effective differential algebra approach.- Controllability and vector potential.- Morphisms determined by objects and the minimal determiners.

Alex Martsinkovsky is an associate professor at the Department of Mathematics, Northeastern University, Boston, USA. He holds a PhD degree in Mathematics from Brandeis University. His main interests include functor categories, homological algebra, and their applications. He has co-edited six volumes for the American Mathematical Society, Cambridge University Press and Springer.

• Colocalizing subcategories on differentially graded algebras.- A module-theoretic introduction to abstract elementary classes.- The dark side of categorical Banach space theory.- The Ziegler spectrum for enriched ringoids and schemes.- Distributive laws in a non associative setting.- Universal enveloping of certain types of structures of Lie and Leibniz algebras.- Finite-order distributions: A purely algebraic approach.- Cotilting dualities for Artinian rings.- On covering theory and its applications.- On the computation of the vanishing locus of a finitely presented functor.- Pp-types in additive structures.- On the classification of centralizers of ODOs: An effective differential algebra approach.- Controllability and vector potential.- Morphisms determined by objects and the minimal determiners.