Artin reciprocity law

The Artin reciprocity law, which was established by Emil Artin in a series of papers (1924; 1927; 1930), is a general theorem in number theory that forms a central part of global class field theory. The term "reciprocity law" refers to a long line of more concrete number theoretic statements which it generalized, from the quadratic reciprocity law and the reciprocity laws of Eisenstein and Kummer to Hilbert's product formula for the norm symbol. Artin's result provided a partial solution to Hilbert's ninth problem.

单词	Artin reciprocity law
释义	Artin reciprocity law 英语百科 Artin reciprocity law The Artin reciprocity law, which was established by Emil Artin in a series of papers (1924; 1927; 1930), is a general theorem in number theory that forms a central part of global class field theory. The term "reciprocity law" refers to a long line of more concrete number theoretic statements which it generalized, from the quadratic reciprocity law and the reciprocity laws of Eisenstein and Kummer to Hilbert's product formula for the norm symbol. Artin's result provided a partial solution to Hilbert's ninth problem.
随便看	m. semimembranaceus M. semiserrata m. semispinalis m. semispinalis cervicis m. semispinalis dorsi m. semitendineus MSE norm M.S.Ent. MSENT MSENVSC MSEP M.septemnervium Lour. M SEQ m sequence ms m series M. serratus dorsalis caudalis M. serratus dorsalis cranialis M. serratus lateralis Mses. MS Excel MS Exchange MSFA MSFC MSFF