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- Wirtinger_inequality_(2-forms) abstract "For other inequalities named after Wirtinger, see Wirtinger's inequality.In mathematics, the Wirtinger inequality for 2-forms, named after Wilhelm Wirtinger, states that on a Kähler manifold , the exterior th power of the symplectic form (Kähler form) ω, when evaluated on a simple (decomposable) -vector ζ of unit volume, is bounded above by . That is,In other words, is a calibration on . An important corollary is that every complex submanifold of a Kähler manifold is volume minimizing in its homology class.".
- Wirtinger_inequality_(2-forms) wikiPageExternalLink 0608006.
- Wirtinger_inequality_(2-forms) wikiPageID "12096417".
- Wirtinger_inequality_(2-forms) wikiPageRevisionID "596834821".
- Wirtinger_inequality_(2-forms) hasPhotoCollection Wirtinger_inequality_(2-forms).
- Wirtinger_inequality_(2-forms) subject Category:Differential_geometry.
- Wirtinger_inequality_(2-forms) subject Category:Inequalities.
- Wirtinger_inequality_(2-forms) subject Category:Systolic_geometry.
- Wirtinger_inequality_(2-forms) comment "For other inequalities named after Wirtinger, see Wirtinger's inequality.In mathematics, the Wirtinger inequality for 2-forms, named after Wilhelm Wirtinger, states that on a Kähler manifold , the exterior th power of the symplectic form (Kähler form) ω, when evaluated on a simple (decomposable) -vector ζ of unit volume, is bounded above by . That is,In other words, is a calibration on .".
- Wirtinger_inequality_(2-forms) label "Wirtinger inequality (2-forms)".
- Wirtinger_inequality_(2-forms) sameAs m.02vpqgh.
- Wirtinger_inequality_(2-forms) sameAs Q8027030.
- Wirtinger_inequality_(2-forms) sameAs Q8027030.
- Wirtinger_inequality_(2-forms) wasDerivedFrom Wirtinger_inequality_(2-forms)?oldid=596834821.
- Wirtinger_inequality_(2-forms) isPrimaryTopicOf Wirtinger_inequality_(2-forms).