Lubin-Tate teorisi ve local sınıf cisim kuramı
Is this your thesis?
This record came from a bulk archive import. If it’s yours, link it to your profile.
Abstract (EN)
In this thesis, our goal is to show that a local field K does not have a canonical maximal totally ramified abelian extension. However, for a given prime element ? of K, we are going to show that a maximal totally ramified abelian extension of K? of K can be constructed by using Lubin-Tate formal group laws.
Author
Jale Dinler
How to Cite
Jale Dinler (Master Thesis). Lubin-Tate teorisi ve local sınıf cisim kuramı, 2013, Koç University.
Keywords
License
Tüm Hakları Saklıdır
This work is shared under the specified license terms.
More theses from Koç University
- Thinking of the ECtHR case law on same-sex marriage from the perspective of modern natural law: An evaluation based on the right to marry under the ECHR(2023)
- Obje tabanlı akıl danışma-tavsiye iletişimi tasarımına ilham kaynağı olarak Türk kahve falı(2017)
- The Making of a medical museum: Recontextualizing the Gülhane medical history collection in Ankara, Türkiye(2024)
- State-building in multi-ethnic borderlands: Nationalizing Eastern Anatolia and Transylvania in interwar Turkey and Romania(2021)
- Unwritten histories of photography: Elisa Zonaro, an Italian photographer in Ottoman Istanbul(2023)
- Cross-cultural and artistic dialogues in the seventeenth century constantinople/istanbul: The Iconography of Madonna della Misericordia and the Galata Icon(2024)
