On embedding problems with restricted ramifications
スポンサーリンク
概要
- 論文の詳細を見る
Let L/K be a Galois etension with Galois group G, and (E) : 1→A→E→G→1 acentral extension. We study the existance of the Galois extension M/L/k such that the Galois group Gal(M/k) is isomorphic to E and that M/L is unramified outside S, where S is a finite set of primes of L. As an application, we also study the class number of the Hiberet p-class field.
- Springerの論文
Springer | 論文
- Comparisons of germination traits of alpine plants between fellfield and snowbed habitats
- Photoreceptor Images of Normal Eyes and of Eyes with Macular Dystrophy Obtained In Vivo with an Adaptive Optics Fundus Camera
- Effect of Electrical Stimulation on IGF-1 Transcription by L-Type Calcium Channels in Cultured Retinal Muller Cells
- In Vivo Measurements of Cone Photoreceptor Spacing in Myopic Eyes from Images Obtained by an Adaptive Optics Fundus Camera
- Optical Quality of the Eye Degraded by Time-Varying Wavefront Aberrations with Tear Film Dynamics