Quivers and their representations
Holomorphic aspects of moduli of representations of quivers
... We recall some basic notions about quivers and their representations in Section 4. We also de- scribe a theorem of King, which relates stability of a representation of a quiver to the existence of a certain ...
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Projective representations of quivers
... two representations of the same ...projective representations of quivers. Representations of quivers is a new topic in module theory and is recently developed in [1, ...
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Morse theory of the moment map for representations of quivers
... QUIVERS MEGUMI HARADA AND GRAEME WILKIN A BSTRACT . The results of this paper concern the Morse theory of the norm-square of the moment map on the space of representations of a quiver. We show that the ...
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Vector bundles on projective varieties and representations of quivers
... of representations of quivers might also be an interesting tool for the construction of use- ful monads and cokernel bundles on projective ...of representations of certain ...
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Representations of Quivers: First Steps.
... The 3-subspace warning. We deal with the real plane, the coordinate axes and the diagonal:. Given a finite set of subspaces of U , then either there are three of these subspaces which ar[r] ...
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Quivers, tilings and branes
... Chapter 4 Conclusions In chapter 2, we have reviewed the foundations of string theory and saw that the need to make contact with low-energy four-dimensional gauge dynamics from string theory is natural and it led us to ...
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Unoriented quivers with flavour
... JHEP01(2014)128 unoriented quiver theory whose quantum consistency relies on local tadpole cancellation and admits a full-fledged world-sheet description. Here we mainly focus on the case of C 3 /Z n singularities with ...
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McKay quivers and terminal quotient singularities in dimension 3
... is isomorphic to the birational component of a moduli space of θ -stable McKay quiver representations for a suitable GIT parameter θ.. Moreover, we conjecture that the moduli space of θ [r] ...
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CLUSTER ALGEBRAS AND CATEGORIFICATION TALKS: QUIVERS AND AUSLANDER-REITEN THEORY
... 3.5. Classification problem. The classification problem amounts to determining a complete list of indecomposable modules/representations for such categories. It would be nice to also understand the morphisms ...
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Z-D Brane Box Models and Non-Chiral Dihedral Quivers
... above three conditions. With this result, we establish the complete correspondence between the Brane Box Model of Type Z -D and D3-branes as probes on orbifold singularities of C 3 /Γ with properly determined Γ. The ...
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G(2) quivers
... to quivers and gauge theories, is to recast yet again, all these marvelous results, from their perhaps abstruse guise, to a more tangible form, whose concrete realisation as matrix groups are ...
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On indices and eigenvectors of quivers
... Recall that a quiver is called strongly connected, if for every two vertices of it there exists an oriented path from one to other. A quiver is called simply laced, if it has no loops and multiple arrows. The maximum ...
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Superconformal Block Quivers, Duality Trees and Diophantine Equations
... of quivers, especially a certain bi-linear form called the Tits form, we reveal the origin of this formula and show how Seiberg duality is realized in this ...five-block quivers, which have eluded much of ...
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Knot conormals, quantum curves, holomorphic disks, and quivers
... Basic holomorphic disks and quivers It was observed that the generating function for the colored HOMFLY can be written as a quiver partition function for a symmetric quiver. The geometry behind such expressions ...
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Monopole quivers and new 3D N = 2 dualities
... Editor: Stephan Stieberger Abstract We present a new family of dualities for three-dimensional gauge theories, motivated by the brane re- alization of the reduction of four-dimensional dualities on a circle. This family ...
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Mutation-periodic quivers, integrable maps and associated Poisson algebras
... 1 quivers, a partial classification of period 2 quivers and examples of higher period ...Primitive Quivers In our classification of period 1 quivers we introduced a special class of ...
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Counting BPS Operators in Gauge Theories: Quivers, Syzygies and Plethystics
... We have now witnessed the astounding power of plethystics in the counting problem and have moreover noted a tantalising fact about the geometry of the variety and the (plethystic logarit[r] ...
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Coloured quivers for rigid objects and partial triangulations: The unpunctured case.
... TRIANGULATIONS: THE UNPUNCTURED CASE ROBERT J. MARSH AND YANN PALU Abstract. We associate a coloured quiver to a rigid object in a Hom-finite 2-Calabi–Yau triangulated category and to a partial triangulation on a marked ...
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On the construction and application of Auslander Reiten quivers to certain group algebras
... Please refer to the repository record for this item for information to help you to cite it. Our policy information is available from the repository home page[r] ...
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Co learning of Word Representations and Morpheme Representations
... Second, the embeddings for rare words are often of low quality due to the insufficient context information in the training data. Fortunately, semantically or syntactically similar words often share some common morphemes ...
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