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- Pluriharmonic_function abstract "In mathematics, precisely in the theory of functions of several complex variables, a pluriharmonic function is a real valued function which is locally the real part of a holomorphic function of several complex variables. Sometimes a such function is referred as n-harmonic function, where n ≥ 2 is the dimension of the complex domain where the function is defined. However, in modern expositions of the theory of functions of several complex variables it is preferred to give an equivalent formulation of the concept, by defining pluriharmonic function a complex valued function whose restriction to every complex line is an harmonic function respect to the real and imaginary part of the complex line parameter.".
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- Pluriharmonic_function wikiPageWikiLink Bibliothèque_nationale_de_France.
- Pluriharmonic_function wikiPageWikiLink Boundary_value_problem.
- Pluriharmonic_function wikiPageWikiLink Category:Harmonic_functions.
- Pluriharmonic_function wikiPageWikiLink Category:Several_complex_variables.
- Pluriharmonic_function wikiPageWikiLink Circolo_Matematico_di_Palermo.
- Pluriharmonic_function wikiPageWikiLink Complex_number.
- Pluriharmonic_function wikiPageWikiLink Comptes_rendus_de_lAcadxc3xa9mie_des_sciences.
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- Pluriharmonic_function wikiPageWikiLink Function_(mathematics).
- Pluriharmonic_function wikiPageWikiLink Gallica.
- Pluriharmonic_function wikiPageWikiLink Giovanni_Battista_Rizza.
- Pluriharmonic_function wikiPageWikiLink Harmonic_function.
- Pluriharmonic_function wikiPageWikiLink Holomorphic_function.
- Pluriharmonic_function wikiPageWikiLink Imaginary_part.
- Pluriharmonic_function wikiPageWikiLink Istituto_Nazionale_di_Alta_Matematica.
- Pluriharmonic_function wikiPageWikiLink Istituto_Nazionale_di_Alta_Matematica_Francesco_Severi.
- Pluriharmonic_function wikiPageWikiLink Line_(geometry).
- Pluriharmonic_function wikiPageWikiLink Local_property.
- Pluriharmonic_function wikiPageWikiLink Mario_Benedicty.
- Pluriharmonic_function wikiPageWikiLink Mathematics.
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- Pluriharmonic_function wikiPageWikiLink Memoirs_of_the_Faculty_of_Science,_Kyushu_University.
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- Pluriharmonic_function wikiPageWikiLink Milan_Journal_of_Mathematics.
- Pluriharmonic_function wikiPageWikiLink Pacific_Grove,_California.
- Pluriharmonic_function wikiPageWikiLink Plurisubharmonic_function.
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- Pluriharmonic_function wikiPageWikiLink Rendiconti_del_Circolo_Matematico_di_Palermo.
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- Pluriharmonic_function wikiPageWikiLink Taormina.
- Pluriharmonic_function wikiPageWikiLink Trace_operator.
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- Pluriharmonic_function wikiPageWikiLinkText "Pluriharmonic function".
- Pluriharmonic_function wikiPageWikiLinkText "Theory of pluriharmonic functions".
- Pluriharmonic_function wikiPageWikiLinkText "pluriharmonic function".
- Pluriharmonic_function first "E. D.".
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- Pluriharmonic_function id "6017".
- Pluriharmonic_function id "p/p072920".
- Pluriharmonic_function last "Solomentsev".
- Pluriharmonic_function title "Pluriharmonic function".
- Pluriharmonic_function title "pluriharmonic function".
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- Pluriharmonic_function subject Category:Harmonic_functions.
- Pluriharmonic_function subject Category:Several_complex_variables.
- Pluriharmonic_function type Type.
- Pluriharmonic_function type Function.
- Pluriharmonic_function type Source.
- Pluriharmonic_function type Type.
- Pluriharmonic_function type Variable.
- Pluriharmonic_function comment "In mathematics, precisely in the theory of functions of several complex variables, a pluriharmonic function is a real valued function which is locally the real part of a holomorphic function of several complex variables. Sometimes a such function is referred as n-harmonic function, where n ≥ 2 is the dimension of the complex domain where the function is defined.".
- Pluriharmonic_function label "Pluriharmonic function".
- Pluriharmonic_function sameAs m.07kh7d.
- Pluriharmonic_function sameAs Плюригармоническая_функция.
- Pluriharmonic_function sameAs Q4365897.
- Pluriharmonic_function sameAs Q4365897.
- Pluriharmonic_function wasDerivedFrom Pluriharmonic_function?oldid=649526723.
- Pluriharmonic_function isPrimaryTopicOf Pluriharmonic_function.