= Connection (composite bundle)
{wiki=Connection_(composite_bundle)}
In the context of differential geometry and mathematical physics, a **connection** (often referred to as a **connection on a bundle**) is a way to "connect" points in a fiber bundle, allowing for a definition of parallel transport, differentiation of sections of the bundle, and the curvature associated with the connection. \#\#\# Composite Bundle A **composite bundle** is a specific structure in the theory of fiber bundles that combines two or more fiber bundles in a certain way.
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