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- Lethargy_theorem abstract "In mathematics, a lethargy theorem is a statement about the distance of points in a metric space from members of a sequence of subspaces; one application in numerical analysis is to approximation theory, where such theorems quantify the difficulty of approximating general functions by functions of special form, such as polynomials. In more recent work, the convergence of a sequence of operators is studied: these operators generalise the projections of the earlier work.".
- Lethargy_theorem wikiPageExternalLink pre-211.pdf.
- Lethargy_theorem wikiPageID "34149851".
- Lethargy_theorem wikiPageRevisionID "567808737".
- Lethargy_theorem hasPhotoCollection Lethargy_theorem.
- Lethargy_theorem subject Category:Theorems_in_approximation_theory.
- Lethargy_theorem type Abstraction100002137.
- Lethargy_theorem type Communication100033020.
- Lethargy_theorem type Message106598915.
- Lethargy_theorem type Proposition106750804.
- Lethargy_theorem type Statement106722453.
- Lethargy_theorem type Theorem106752293.
- Lethargy_theorem type TheoremsInApproximationTheory.
- Lethargy_theorem comment "In mathematics, a lethargy theorem is a statement about the distance of points in a metric space from members of a sequence of subspaces; one application in numerical analysis is to approximation theory, where such theorems quantify the difficulty of approximating general functions by functions of special form, such as polynomials. In more recent work, the convergence of a sequence of operators is studied: these operators generalise the projections of the earlier work.".
- Lethargy_theorem label "Lethargy theorem".
- Lethargy_theorem sameAs m.0hr5n5x.
- Lethargy_theorem sameAs Q6533272.
- Lethargy_theorem sameAs Q6533272.
- Lethargy_theorem sameAs Lethargy_theorem.
- Lethargy_theorem wasDerivedFrom Lethargy_theorem?oldid=567808737.
- Lethargy_theorem isPrimaryTopicOf Lethargy_theorem.