Volume 11, Issue 3 (12-2025)
mmr 2025, 11(3): 1-17 |
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rastegar A. Density of Chebotarev and geodesic foliations of three-manifolds. mmr 2025; 11 (3) :1-17
URL: http://mmr.khu.ac.ir/article-1-3174-en.html
URL: http://mmr.khu.ac.ir/article-1-3174-en.html
sharif university of technology , rastegar1352@gmail.com
Abstract: (13 Views)
In this paper, MKR-dictionary between prime numbers from algebraic number theory and knots in three-manifolds are reviewed. Consider a geodesic filiation of a hyperbolic three-manifold such that some leaves are closed. Here, we use a concept of height for these knots using the hyperbolic metric and state the Chebotarev density theorem for these knots.
Type of Study: Other |
Subject:
Differential Geometry
Received: 2021/02/22 | Revised: 2025/12/17 | Accepted: 2025/11/16 | Published: 2025/12/17 | ePublished: 2025/12/17
Received: 2021/02/22 | Revised: 2025/12/17 | Accepted: 2025/11/16 | Published: 2025/12/17 | ePublished: 2025/12/17
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