Category theory | Homotopy theory

Bousfield localization

In category theory, a branch of mathematics, a (left) Bousfield localization of a model category replaces the model structure with another model structure with the same cofibrations but with more weak equivalences. Bousfield localization is named after Aldridge Bousfield, who first introduced this technique in the context of localization of topological spaces and spectra. (Wikipedia).

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From playlist Understanding Bode Plots

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From playlist Understanding Bode Plots

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From playlist Understanding Bode Plots

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From playlist Control Theory

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From playlist Introduction to Data Visualization Using Bokeh

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Related pages

Enriched category | Functor | Topological space | Fibration | Localization of a topological space | Quillen adjunction | Sphere spectrum | Weak equivalence (homotopy theory) | Homotopy category | Localization of a category | Cofibration | Stable homotopy category | Category theory | Simplicial set | Model category