Results 201 to 210 of about 365 (231)
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Universal connections in Fréchet principal bundles
Periodica Mathematica Hungarica, 2007A new methodology leading to the construction of a universal connec- tion for Frechet principal bundles is proposed in this paper. The classical theory, applied successfully so far for finite dimensional and Banach mod- elled bundles, collapses within the framework of Frechet manifolds.
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On the bundle of principal connections and the stability of b-incompleteness of manifolds
Mathematical Proceedings of the Cambridge Philosophical Society, 1985Abstract We make use of the universal connection on the bundle of principal connections; the bundle structure is governed by the action of the group on the first jet bundle. Each section determines a connection in the principal bundle, which in the case of the frame bundle allows a metric completion projecting onto the corresponding b-completion. It
CANARUTTO, DANIEL, C. DODSON
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Principal bundle, parabolic bundle, and holomorphic connection
2003Let E G be a principal G—bundle over a rationally connected variety, where G is a complex algebraic group. Then any holomorphic connection on E G is flat. We describe a necessary and sufficient condition for a parabolic vector bundle over a Riemann surface to admit a logarithmic connection compatible with the parabolic structure.
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Connections on soldered principal bundles
1998Summary: In Kaluza--Klein theory one usually computes the scalar curvature of the principal bundle manifold using the Levi--Civita connection. Here we consider a natural family of invariant connections on a soldered principal bundle which is then parallelizable and hence spinable.
Bär, Christian, Bleecker, D.
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Lorentz equations of motion and a theory of connections in a principal bundle
Physical Review D, 1987The conjecture that unified nonlinear equations for gravitation and electromagnetism may lead directly to the Lorentz equation of motion for charged particles is discussed assuming a theory of connections on a principal bundle with SL(2,Q) as the structure group.
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Autophagy and autophagy-related pathways in cancer
Nature Reviews Molecular Cell Biology, 2023, Kevin M Ryan
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Connections on noncommutative principal bundles
In modern mathematical physics, one is often times concerned with the equations of motion of a certain class of physically representative objects. In field theory over a curved spacetime, these typically take the form of some certain systems of PDEs, such as the Dirac equation (for the electron-positron field).openaire +2 more sources
The cGAS–STING pathway as a therapeutic target in inflammatory diseases
Nature Reviews Immunology, 2021Alexiane Decout, Andrea Ablasser
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