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Mixed bundling occurs when consumers are offered a choice between purchasing the entire bundle or one of the separate parts of the bundle. Bundling in political economy is a type of product bundling in which the "product" is a candidate in an election who markets his or her bundle of attributes and political positions to the voters. For example ...
Bundle Brent, an Agatha Christie character; Bundle theory, in philosophy; Bundling (tradition), the traditional practice of wrapping one person in a bed accompanied by his/her courter; Sacred bundle, a wrapped collection of sacred items held by a designated carrier in Indigenous American cultures
A G-bundle is a fiber bundle with an equivalence class of G-atlases. The group G is called the structure group of the bundle; the analogous term in physics is gauge group. In the smooth category, a G-bundle is a smooth fiber bundle where G is a Lie group and the corresponding action on F is smooth and the transition functions are all smooth maps.
In mathematics, a bundle is a generalization of a fiber bundle dropping the condition of a local product structure. The requirement of a local product structure rests on the bundle having a topology. Without this requirement, more general objects can be considered bundles. For example, one can consider a bundle π: E → B with E and B sets.
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The ad-free bundle is not on sale for Black Friday. If you want to add HBO Max to your subscription, the price jumps up to $16.99 a month for ad-supported networks (or $29.99 a month for ad-free ...
The Hom-bundle Hom(E, F) is a vector bundle whose fiber at x is the space of linear maps from E x to F x (which is often denoted Hom(E x, F x) or L(E x, F x)). The Hom-bundle is so-called (and useful) because there is a bijection between vector bundle homomorphisms from E to F over X and sections of Hom(E, F) over X.
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