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20112022
most citedEntanglement between charge qubit states and coherent states of nanomechanical resonator generated by AC Josephson effect

7 citations · 25 across the 11 of their papers we have counts for

collaborators

11 papers

math.CT2022★ 1 cited

Double Fibrations

Geoffrey Cruttwell, Michael Lambert, Dorette Pronk +1

This paper defines double fibrations (fibrations of double categories) and describes their key examples and properties. In particular, it shows how double fibrations relate to exis…

cond-mat.mes-hall2021★ 7 cited

Entanglement between charge qubit states and coherent states of nanomechanical resonator generated by AC Josephson effect

O. M. Bahrova, L Y. Gorelik, S. I. Kulinich

We considered a nanoelectromechanical system consisting of a movable Cooper-pair box qubit which is subject to an electrostatic field, and coupled to the two bulk superconductors v…

math.CT2018★ 1 cited

Lifting PIE limits with strict projections

Martin Szyld

We give a unified direct proof of the lifting of PIE limits to the 2-category of algebras and (pseudo) morphisms, which specifies precisely which of the projections of the lifted l…

math.CT2018★ 1 cited

A localization of bicategories via homotopies

M. E. Descotte, E. J. Dubuc, M. Szyld

Given a bicategory C and a family W of arrows of C, we give conditions on the pair (C,W) that allow us to construct the bicategorical localization with respect to W by dealing only…

math.CT2018★ 2 cited

The homotopy relation in a category with weak equivalences

Martin Szyld

We define a homotopy relation between arrows of a category with weak equivalences, and give a condition under which the quotient by the homotopy relation yields the homotopy catego…

math.CT2017★ 3 cited

A general limit lifting theorem for 2-dimensional monad theory

Martin Szyld

We give a definition of weak morphism of -algebras, for a -monad , with respect to an arbitrary family of -cells of the base -category. By considering particular…

math.CT2016★ 5 cited

A construction of certain weak colimits and an exactness property of the 2-category of categories

M. E. Descotte, E. J. Dubuc, M. Szyld

Given a 2-category , a -functor and a distinguished 1-subcategory containing all t…

math.CT2015

Tannaka Theory for Topos

Eduardo J. Dubuc, Martin Szyld

We consider locales as algebras in the tensor category of sup-lattices. We show the equivalence between the Joyal-Tierney descent theorem for open localic surjections $…

math.CT2015★ 2 cited

Tannaka Theory over Sup-Lattices

Martín Szyld

The main result of this thesis is the construction of a tannakian context over the category of sup-lattices, associated with an arbitrary Grothendieck topos, and the attainment of…

math.CT2011★ 3 cited

On Tannaka Duality

Martín Szyld

The purpose of this work is twofold: to expose the existing similarities between the generalizations of the Tannaka and Galois theories, and on the other hand, to develop in detail…

math.CT2011

A Tannakian Context for Galois

Eduardo J. Dubuc, Martin Szyld

Strong similarities have been long observed between the Galois (Categories Galoisiennes) and the Tannaka (Categories Tannakiennes) theories of representation of groups. In this pap…