Temporary pacing after His bundle ablation for drug-refractory atrial fibrillation: a risky enterprise? [PDF]
Emmanuel S. Buys
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Fibrés vectoriels de rang deux sur $¶^2$ provenant d'un revêtement double [PDF]
Since Schwarzenberger and his celebrated paper called "Vector bundles on the projective plane" we know that any rank two vector bundle on $\P^2$ is a direct image of a line bundle on a double covering of the plane. This theorem suggests to study the rank two vector bundles according to the branch curve of the covering which they come from. Thus, in the
arxiv
Could his Bundle be Easily Reached and Effectively Paced with Current Lead Systems? The South European Select Secure Registry Experience [PDF]
Francesco Zanon+9 more
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Where to pace and where not to pace?: 679 Acute haemodynamic effects of permanent, direct His bundle pacing [PDF]
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Conduction system pacing is widely used as an alternative to right ventricular pacing and, in some cases, as an alternative to biventricular pacing for cardiac resynchronization therapy. Proper programming of an implantable electronic device is essential
V. K. Lebedeva
doaj +1 more source
Poisson modules and generalized geometry [PDF]
The Serre construction of rank two holomorphic bundles with a section is adapted to construct generalized holomorphic bundles on a generalized complex 4-manifold from the data of a set of points on an elliptic curve. The motivation is the special case of rank two Poisson modules on a complex surface with a holomorphic Poisson structure.
arxiv
Frobenius morphism and vector bundles on cycles of projective lines [PDF]
In this paper we describe the action of the Frobenius morphism on the indecomposable vector bundles on cycles of projective lines. This gives an answer on a question of Paul Monsky, which appeared in his study of the Hilbert--Kunz theory for plane cubic curves.
arxiv
Ventricular resynchronization therapy by direct His-bundle pacing using an internal cardioverter defibrillator [PDF]
Rafael Barba-Pichardo+5 more
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Stochastic poisson equations associated to lie algebroids and some refinements of a principal bundle [PDF]
The aim of this paper is to present the stochastic Poisson equations associated to Lie algebroids. The stochastic Poisson equations associated to a refinement of a concrete principal bundle are determined.
arxiv
His bundle capture proximal to the site of bundle branch block: A novel pitfall of the para-Hisian pacing maneuver [PDF]
Marek Jastrzębski+2 more
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