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- Berezin_transform abstract "In mathematics — specifically, in complex analysis — the Berezin transform is an integral operator acting on functions defined on the open unit disk D of the complex plane C. Formally, for a function f : D → C, the Berezin transform of f is a new function Bf : D → C defined at a point z ∈ D bywhere w denotes the complex conjugate of w and is the area measure. It is named after Felix Alexandrovich Berezin.".
- Berezin_transform wikiPageID "12852798".
- Berezin_transform wikiPageRevisionID "544918264".
- Berezin_transform hasPhotoCollection Berezin_transform.
- Berezin_transform title "Berezin transform".
- Berezin_transform urlname "BerezinTransform".
- Berezin_transform subject Category:Complex_analysis.
- Berezin_transform subject Category:Operator_theory.
- Berezin_transform comment "In mathematics — specifically, in complex analysis — the Berezin transform is an integral operator acting on functions defined on the open unit disk D of the complex plane C. Formally, for a function f : D → C, the Berezin transform of f is a new function Bf : D → C defined at a point z ∈ D bywhere w denotes the complex conjugate of w and is the area measure. It is named after Felix Alexandrovich Berezin.".
- Berezin_transform label "Berezin transform".
- Berezin_transform sameAs m.02x7njx.
- Berezin_transform sameAs Q4891359.
- Berezin_transform sameAs Q4891359.
- Berezin_transform wasDerivedFrom Berezin_transform?oldid=544918264.
- Berezin_transform isPrimaryTopicOf Berezin_transform.