An algebraic characterization of affine buildings of type C̃[2] . Optimal real parameters for the MSOR method in the case of complex eigenvalues . A generalization of Lloyd's theorem for strongly tactical codes . Eine Klasse interpolatorischer Kubaturformeln . Über ein Modul - Kapazitätsproblem von D. Gaier
Bibliographic Information
- Title
- "An algebraic characterization of affine buildings of type C̃[2] . Optimal real parameters for the MSOR method in the case of complex eigenvalues . A generalization of Lloyd's theorem for strongly tactical codes . Eine Klasse interpolatorischer Kubaturformeln . Über ein Modul - Kapazitätsproblem von D. Gaier"
- Statement of Responsibility
- H. van Maldeghem . O. Hübner . M. Gundlach . H. Engels, R. Hensen . R. Kühnau
- Publisher
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- Selbstverlag des Mathematischen Instituts
- Publication Year
-
- 1990
- Book size
- 21 cm
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Notes
Includes bibliographical references
"[2]" is subscript
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Details 詳細情報について
-
- CRID
- 1130000796897807232
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- NII Book ID
- BA87316029
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- Country Code
- gw
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- Title Language Code
- en
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- Place of Publication
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- Giessen
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- Data Source
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- CiNii Books