![](/images/blank-book/blank-book.1920.jpg)
Parameter
Mehr zum Buch
From the reviews: „... a fine book ... treats algebraic number theory from the valuation-theoretic viewpoint. When it appeared in 1949 it was a pioneer. Now there are plenty of competing accounts. But Hasse has something extra to offer. This is not surprising, for it was he who inaugurated the local-global principle (universally called the Hasse principle). This doctrine asserts that one should first study a problem in algebraic number theory locally, that is, at the completion of a vaulation. Then ask for a miracle: that global validity is equivalent to local validity. Hasse proved that miracles do happen in his five beautiful papers on quadratic forms of 1923-1924. ... The exposition is discursive. ... It is trite but true: Every number-theorist should have this book on his or her shelf.“ (Irving Kaplansky in Bulletin of the American Mathematical Society, 1981)
Buchkauf
Number theory, Helmut Hasse
- Sprache
- Erscheinungsdatum
- 2002
Lieferung
Zahlungsmethoden
Feedback senden
- Titel
- Number theory
- Sprache
- Englisch
- Autor*innen
- Helmut Hasse
- Verlag
- Springer
- Erscheinungsdatum
- 2002
- ISBN10
- 354042749X
- ISBN13
- 9783540427490
- Kategorie
- Mathematik
- Beschreibung
- From the reviews: „... a fine book ... treats algebraic number theory from the valuation-theoretic viewpoint. When it appeared in 1949 it was a pioneer. Now there are plenty of competing accounts. But Hasse has something extra to offer. This is not surprising, for it was he who inaugurated the local-global principle (universally called the Hasse principle). This doctrine asserts that one should first study a problem in algebraic number theory locally, that is, at the completion of a vaulation. Then ask for a miracle: that global validity is equivalent to local validity. Hasse proved that miracles do happen in his five beautiful papers on quadratic forms of 1923-1924. ... The exposition is discursive. ... It is trite but true: Every number-theorist should have this book on his or her shelf.“ (Irving Kaplansky in Bulletin of the American Mathematical Society, 1981)