Results 231 to 240 of about 200,533 (263)
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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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2002
A very important theorem in the geometry of contact manifolds, and the start of the modern theory, is the Boothby–Wang theorem, which states that a compact regular contact manifold is a principal circle bundle over a symplectic manifold of integral class. We will prove this result in Section 3.3.
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A very important theorem in the geometry of contact manifolds, and the start of the modern theory, is the Boothby–Wang theorem, which states that a compact regular contact manifold is a principal circle bundle over a symplectic manifold of integral class. We will prove this result in Section 3.3.
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Connections on Principal Bundles
2015The topic of this chapter has become standard in modern treatments of differential geometry. The very words of the title have even been incorporated into part of a common cliche: Gauge theory is a connection on a principal bundle. We will come back to this relation between physics and geometry in Chapter 14 But just on the geometry side there has been ...
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The cGAS–STING pathway as a therapeutic target in inflammatory diseases
Nature Reviews Immunology, 2021Alexiane Decout, Andrea Ablasser
exaly
Mathematical Proceedings of the Cambridge Philosophical Society, 2006
J. F. JARDINE, Z. LUO
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J. F. JARDINE, Z. LUO
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