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- Local_Fields_(book) abstract "Local Fields, or Corps Locaux as originally published in the French, is a seminal graduate-level algebraic number theory textbook by Jean-Pierre Serre covering local fields, ramification, group cohomology, and local class field theory. The book's end goal is to present local class field theory from the cohomological point of view. This theory concerns extensions of "local" (i.e., complete for a discrete valuation) fields with finite residue field.".
- Local_Fields_(book) author Jean-Pierre_Serre.
- Local_Fields_(book) isbn "978-0-387-90424-5".
- Local_Fields_(book) language English_language.
- Local_Fields_(book) language French_language.
- Local_Fields_(book) literaryGenre Algebraic_number_theory.
- Local_Fields_(book) numberOfPages "241".
- Local_Fields_(book) oclc "4933106".
- Local_Fields_(book) publisher Springer_Science+Business_Media.
- Local_Fields_(book) wikiPageID "21934376".
- Local_Fields_(book) wikiPageRevisionID "552184341".
- Local_Fields_(book) author Jean-Pierre_Serre.
- Local_Fields_(book) country "France".
- Local_Fields_(book) genre Algebraic_number_theory.
- Local_Fields_(book) hasPhotoCollection Local_Fields_(book).
- Local_Fields_(book) isbn "978".
- Local_Fields_(book) language French_language.
- Local_Fields_(book) language "English".
- Local_Fields_(book) mediaType "Book".
- Local_Fields_(book) name "Local Fields".
- Local_Fields_(book) oclc "4933106".
- Local_Fields_(book) pages "241".
- Local_Fields_(book) publisher Springer_Science+Business_Media.
- Local_Fields_(book) releaseDate "1980".
- Local_Fields_(book) titleOrig "Corps Locaux".
- Local_Fields_(book) subject Category:Algebraic_number_theory.
- Local_Fields_(book) subject Category:Class_field_theory.
- Local_Fields_(book) subject Category:Mathematics_books.
- Local_Fields_(book) type Artifact100021939.
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- Local_Fields_(book) comment "Local Fields, or Corps Locaux as originally published in the French, is a seminal graduate-level algebraic number theory textbook by Jean-Pierre Serre covering local fields, ramification, group cohomology, and local class field theory. The book's end goal is to present local class field theory from the cohomological point of view. This theory concerns extensions of "local" (i.e., complete for a discrete valuation) fields with finite residue field.".
- Local_Fields_(book) label "Local Fields (book)".
- Local_Fields_(book) sameAs m.05p1wqt.
- Local_Fields_(book) sameAs Q6664008.
- Local_Fields_(book) sameAs Q6664008.
- Local_Fields_(book) sameAs Local_Fields_(book).
- Local_Fields_(book) wasDerivedFrom Local_Fields_(book)?oldid=552184341.
- Local_Fields_(book) isPrimaryTopicOf Local_Fields_(book).
- Local_Fields_(book) name "Corps Locaux".
- Local_Fields_(book) name "Local Fields".