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Let Q be a connected quiver with no oriented cycles, k the field of complex numbers and P a projective representation of Q. We study the adjoint action of the automorphism group Aut_kQ P on the space of radical...

Adjoint action Automorphism groups Generic equivalence Quivers

Let Q be a connected quiver with no oriented cycles, k the field of complex numbers and P a projective representation of Q. We study the adjoint action of the automorphism group Aut_kQ P on the space of radical...

Adjoint action Automorphism groups Generic equivalence Quivers

A Hecke endomorphism algebra is a natural generalisation of the $q$-Schur algebra associated with the symmetric group to a Coxeter group. For Weyl groups, B. Parshall, L. Scott and the first author \cite{DPS,DPS4} investigated...

A Hecke endomorphism algebra is a natural generalisation of the $q$-Schur algebra associated with the symmetric group to a Coxeter group. For Weyl groups, B. Parshall, L. Scott and the first author \cite{DPS,DPS4} investigated...

In this paper we use A∞-modules to study the derived category of a finite dimensional algebra over an algebraically closed field. We study varieties parameterising A∞-modules. These varieties carry an action of an algebraic...

In this paper we use A∞-modules to study the derived category of a finite dimensional algebra over an algebraically closed field. We study varieties parameterising A∞-modules. These varieties carry an action of an algebraic...

In an earlier work, we gave an (additive) categorification of Grassmannian cluster algebras using the category CM(A) of Cohen-Macaulay modules for a certain Gorenstein order A. In this paper, for each cluster tilting object in...

Categorification Quantum Grassmannian Quantum cluster algebra /dk/atira/pure/subjectarea/asjc/2600/2600 name=General Mathematics

We define a new product on orbits of pairs of flags in a vector space over a field $k$, using open orbits in certain varieties of pairs of flags.
This new product defines an associative $\mathbb{Z}$-algebra, denoted by...

In an earlier work, we gave an (additive) categorification of Grassmannian cluster algebras using the category CM(A) of Cohen-Macaulay modules for a certain Gorenstein order A. In this paper, for each cluster tilting object in...

Categorification Quantum Grassmannian Quantum cluster algebra /dk/atira/pure/subjectarea/asjc/2600/2600 name=General Mathematics

We define a new product on orbits of pairs of flags in a vector space over a field $k$, using open orbits in certain varieties of pairs of flags.
This new product defines an associative $\mathbb{Z}$-algebra, denoted by...

The contribution of domestic cattle in human societies is enormous, making cattle, along with other essential benefits, the economically most important domestic animal in the world today. To expand existing knowledge on cattle...

Special Issue Original Article Special Issue Original Articles aurochs introgression Cattle Diversity domestication mitogenome phylogenetics

Marker-based and marker-less optical skeletal motion-capture methods use an outside-in arrangement of cameras placed around a scene, with viewpoints converging on the center. They often create discomfort by possibly needed...

Motion capture first-person vision markerless optical inside-in crowded scenes LARGE-SCALE

The contribution of domestic cattle in human societies is enormous, making cattle, along with other essential benefits, the economically most important domestic animal in the world today. To expand existing knowledge on cattle...

aurochs introgression Cattle Diversity domestication mitogenome phylogenetics

Marker-based and marker-less optical skeletal motion-capture methods use an outside-in arrangement of cameras placed around a scene, with viewpoints converging on the center. They often create discomfort by possibly needed...

Motion capture first-person vision markerless optical inside-in crowded scenes LARGE-SCALE