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- Struve_function abstract "In mathematics, Struve functions Hα(x), are solutions y(x) of the non-homogeneous Bessel's differential equation: introduced by Hermann Struve (1882). The complex number α is the order of the Struve function, and is often an integer. The modified Struve functions Lα(x) are equal to −ie− iαπ/2Hα(ix).".
- Struve_function wikiPageExternalLink functions.wolfram.com.
- Struve_function wikiPageExternalLink Struves.
- Struve_function wikiPageID "16070185".
- Struve_function wikiPageRevisionID "602225546".
- Struve_function authorlink "Hermann Struve".
- Struve_function first "A.B.".
- Struve_function first "Hermann".
- Struve_function hasPhotoCollection Struve_function.
- Struve_function id "S/s090700".
- Struve_function last "Ivanov".
- Struve_function last "Struve".
- Struve_function year "1882".
- Struve_function subject Category:Special_functions.
- Struve_function subject Category:Struve_family.
- Struve_function type Abstraction100002137.
- Struve_function type Function113783816.
- Struve_function type MathematicalRelation113783581.
- Struve_function type Relation100031921.
- Struve_function type SpecialFunctions.
- Struve_function comment "In mathematics, Struve functions Hα(x), are solutions y(x) of the non-homogeneous Bessel's differential equation: introduced by Hermann Struve (1882). The complex number α is the order of the Struve function, and is often an integer. The modified Struve functions Lα(x) are equal to −ie− iαπ/2Hα(ix).".
- Struve_function label "Funzioni di Struve".
- Struve_function label "Struve function".
- Struve_function label "Функция Струве".
- Struve_function sameAs Funzioni_di_Struve.
- Struve_function sameAs m.03qn81k.
- Struve_function sameAs Q2607374.
- Struve_function sameAs Q2607374.
- Struve_function sameAs Struve_function.
- Struve_function wasDerivedFrom Struve_function?oldid=602225546.
- Struve_function isPrimaryTopicOf Struve_function.