Milnor's link invariants attached to certain Galois groups over Q
スポンサーリンク
概要
- 論文の詳細を見る
This is a résumé of the author's recent work on certain analogies between primes and links. The purpose of this article is to introduce a new invariant, called Milnor invariant, in algebraic number theory, based on an analogy between the structure of a certain Galois group over the rational number field and that of the group of a link in three dimensional Euclidean space. It then turns out that the Legendre, Rédei symbols are interpreted as our link invariants. We expect that this is a tip of an arithmetical theory after the model of link theory which may give a new insight in algebraic number theory. The details will be published elsewhere.
- 日本学士院 = Japan Academyの論文
日本学士院 = Japan Academy | 論文
- On the local energy decay of higher derivatives of solutions for the equations of motion of compressible viscous and heat-conductive gases in an exterior domain in R3
- Early Tithonian (Late Jurassic) ammonite Parapallasiceras newly discovered from the Itoshiro Subgroup (Tetori Group) in the Hida Belt, northern Central Japan
- Evidence for Rotation of Dye Molecules in Membrane Macromolecules Associated with Nerve Excitation
- Uniform Extension of Uniformly Continuous Functions
- Product of Metric Spaces with an Extension Property