Bundles of chiral blocks and boundary conditions in CFT
Various aspects of spaces of chiral blocks are discussed. In particular, conjectures about the dimensions of irreducible sub-bundles are reviewed
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About the Overcompleteness of Coherent State Systems with a Line Bundles Viewpoint
Standart Coherent State Systems have an analysis based on lattices (von Neumann's lattices) in terms of wich they are classified,
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A new approach to the study of high energy muon bundles with the MACRO detector at Gran Sasso
The MACRO experiment detected more than 300000 multiple muon events. We analysed these events to measure the distribution of the
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Bose-Einstein Condensation of Molecular Hydrogen in Nanotube Bundles
We evaluate the effects of heterogeneity on the density of states of H$_2$ molecules inside interstitial channels within bundles of
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Chern Classes of Bundles over Rational Surfaces
Consider the blow up $π: \widetilde{X} \to X$ of a rational surface $X$ at a point. Let $\widetilde{V}$ be a
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Classical Principal Fibre Bundles from a Quantum Group Viewpoint
In this short article we review how the classical theory of principal fibre bundles (PFB) transcribes in an algebraic formalism.
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Condensed phases of gases inside nanotube bundles
An overview is presented of the various phases predicted to occur when gases are absorbed within a bundle of carbon
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Cosmic multi-muon bundles measured at DELPHI
The DELPHI detector at LEP, located 100 $m$ underground, has been used to detect the multi-muon bundles by cathode readout
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Curvature actions on Spin(n) bundles
We compute the number of linearly independent ways in which a tensor of Weyl type may act upon a given
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D-branes and Vector Bundles on Calabi-Yau Manifolds: a view from the Helix
We review some recent results on D-branes on Calabi-Yau (CY) manifolds. We show the existence of structures (helices and quivers)
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Differential geometry of fibre bundles over foliated manifolds
Any leafwise connection on a fibre bundle over a foliated manifold is proved to come from a connection on this
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Dimensional crossover and quantum effects of gases adsorbed on nanotube bundles
Adsorption properties of several gases (Ne, CH4, Ar, Xe) on the external surface of a carbon nanotube bundle are investigated.
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Dimension estimates for Hilbert schemes and effective base point freeness on moduli spaces of vector bundles on curves
We obtain effective results for the global generation of pluritheta line bundles on moduli spaces of vector bundles on curves.
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Discrete and continuous Yang-Mills measure for non-trivial bundles over compact surfaces
We construct one Yang-Mills measure on a compact surface for each isomorphism class of principal bundles over this surface. For
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Double vector bundles and duality
The most important examples of a double vector bundle are provided by iterated tangent and cotangent functors: TTM, TT^*M, T^*TM,
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Enlarged geometries of gauge bundles
The geometrical picture of gauge theories must be enlarged when a gauge potential ceases to behave like a connection, as
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Extending Mirror Conjecture to Calabi-Yau with Bundles
We define the notion of mirror of a Calabi-Yau manifold with a stable bundle in the context of type II
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Fibered Manifolds, Natural Bundles, Structured Sets, G-Sets and all that: The Hole Story from Space Time to Elementary Particles
In this paper we review the hole argument for the space-time points and elementary particles and generalize the hole argument
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Field Theories from Bundles of Strings
We propose that at low energy four dimensional bosonic strings may form bound states where they become bundled together much
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Finiteness theorems for nonnegatively curved vector bundles
We prove several finiteness theorems for the normal bundles to souls in nonnegatively curved manifolds. More generally, we obtain finiteness
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First quantum correction for the moduli space of stable bundles over a Riemann surface
We compute some Gromov-Witten invariants of the moduli space of odd degree rank two stable vector bundles over a Riemann
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Flat Complex Vector Bundles, The Beltrami Differential and W-Algebras
Since the appearance of the paper by Bilal & al. in 1991, it has been widely assumed that W-algebras originating
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Forms on vector bundles over compact hyperbolic manifolds and entropy bounds
We analyze gauge theories based on abelian $p-$forms in real compact hyperbolic manifolds. The explicit thermodynamic functions associated with skew--symmetric
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From vacuum field equations on principal bundles to Einstein equations with fluids
In the present work we show that the Einstein equations on $M$ without cosmological constant and with perfect fluid as
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