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Cohomology of Number Fields
Cohomology of Number Fields
In the words of a reviewer: “This monograph gives a very complete treatment of a vast array of cental topics in algebraic number theory
There is so much material written down systematically which was known to the experts, but whose detailed proof did not actually exist in the literature (most notable amongst these is the celebrated duality theorem of Poitou and Tate)”
There is so much material written down systematically which was known to the experts, but whose detailed proof did not actually exist in the literature (most notable amongst these is the celebrated duality theorem of Poitou and Tate)”
August 2016, ca. 826 Seiten, Grundlehren der mathematischen Wissenschaften, Englisch
Springer EN
978-3-662-51745-1
In the words of a reviewer: “This monograph gives a very complete treatment of a vast array of cental topics in algebraic number theory
There is so much material written down systematically which was known to the experts, but whose detailed proof did not actually exist in the literature (most notable amongst these is the celebrated duality theorem of Poitou and Tate)”
There is so much material written down systematically which was known to the experts, but whose detailed proof did not actually exist in the literature (most notable amongst these is the celebrated duality theorem of Poitou and Tate)”
August 2016, ca. 826 Seiten, Grundlehren der mathematischen Wissenschaften, Englisch
Springer EN
978-3-662-51745-1
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