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- Schwarzian_derivative abstract "In mathematics, the Schwarzian derivative, named after the German mathematician Hermann Schwarz, is a certain operator that is invariant under all linear fractional transformations. Thus, it occurs in the theory of the complex projective line, and in particular, in the theory of modular forms and hypergeometric functions. It plays an important role in the theory of univalent functions, conformal mapping and Teichmüller spaces.".
- Schwarzian_derivative wikiPageExternalLink tx090100034p.pdf.
- Schwarzian_derivative wikiPageID "555745".
- Schwarzian_derivative wikiPageRevisionID "594880737".
- Schwarzian_derivative hasPhotoCollection Schwarzian_derivative.
- Schwarzian_derivative subject Category:Complex_analysis.
- Schwarzian_derivative subject Category:Conformal_mapping.
- Schwarzian_derivative subject Category:Modular_forms.
- Schwarzian_derivative subject Category:Ordinary_differential_equations.
- Schwarzian_derivative subject Category:Projective_geometry.
- Schwarzian_derivative type Abstraction100002137.
- Schwarzian_derivative type Communication100033020.
- Schwarzian_derivative type DifferentialEquation106670521.
- Schwarzian_derivative type Equation106669864.
- Schwarzian_derivative type Form106290637.
- Schwarzian_derivative type LanguageUnit106284225.
- Schwarzian_derivative type MathematicalStatement106732169.
- Schwarzian_derivative type Message106598915.
- Schwarzian_derivative type ModularForms.
- Schwarzian_derivative type OrdinaryDifferentialEquations.
- Schwarzian_derivative type Part113809207.
- Schwarzian_derivative type Relation100031921.
- Schwarzian_derivative type Statement106722453.
- Schwarzian_derivative type Word106286395.
- Schwarzian_derivative comment "In mathematics, the Schwarzian derivative, named after the German mathematician Hermann Schwarz, is a certain operator that is invariant under all linear fractional transformations. Thus, it occurs in the theory of the complex projective line, and in particular, in the theory of modular forms and hypergeometric functions. It plays an important role in the theory of univalent functions, conformal mapping and Teichmüller spaces.".
- Schwarzian_derivative label "Schwarzian derivative".
- Schwarzian_derivative label "Инвариант Шварца".
- Schwarzian_derivative sameAs 슈바르치안.
- Schwarzian_derivative sameAs m.02pkt8.
- Schwarzian_derivative sameAs Q864589.
- Schwarzian_derivative sameAs Q864589.
- Schwarzian_derivative sameAs Schwarzian_derivative.
- Schwarzian_derivative wasDerivedFrom Schwarzian_derivative?oldid=594880737.
- Schwarzian_derivative isPrimaryTopicOf Schwarzian_derivative.