AbstractThis paper gives some restrictions on finite groups that can occur as Galois groups of extensions over Q and over Fq(t) ramified only at one finite prime. Over Q, we strengthen results of Jensen and Yui about dihedral extensions and rule out some non-solvable groups. Over Fq(t) restrictions are given for symmetric groups and dihedral groups to occur as tamely ramified extension over Fq(t) ramified only at one prime
金沢大学理工研究域機械工学系For a finite l-group G, let ramt(G) denote the minimal integer such that G can be real...
Soit p un nombre premier, soit K/k une extension galoisienne finie de corps de nombres de degré prem...
AbstractLet E/F be a field extension and let G=Aut(E/F). E/F is said to allow a Galois theory if the...
AbstractThis paper gives some restrictions on finite groups that can occur as Galois groups of exten...
For each finite solvable group G, there is a minimal posi-tive integer ram(G) (resp. ramt(G)) such t...
This thesis studies Galois extensions of global fields and associated Galois groups with one ramifie...
This thesis focuses on a refinement of the inverse Galois problem. We explore what finite groups app...
This thesis focuses on a refinement of the inverse Galois problem. We explore what finite groups app...
This thesis focuses on a refinement of the inverse Galois problem. We explore what finite groups app...
63 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2006.We use modular forms to come u...
AbstractThis paper concerns trinomial extensions of Q with prescribed ramification behavior. We firs...
AbstractWe compute the Galois groups of several 2-extensions of Q ramified at finitely many odd prim...
This thesis focuses on a refinement of the inverse Galois problem. We explore what finite groups app...
We study the existence of generic Galois extensions for two families of finite groups. We first look...
Let L/K be a Galois etension with Galois group G, and (E) : 1→A→E→G→1 acentral extension. We study t...
金沢大学理工研究域機械工学系For a finite l-group G, let ramt(G) denote the minimal integer such that G can be real...
Soit p un nombre premier, soit K/k une extension galoisienne finie de corps de nombres de degré prem...
AbstractLet E/F be a field extension and let G=Aut(E/F). E/F is said to allow a Galois theory if the...
AbstractThis paper gives some restrictions on finite groups that can occur as Galois groups of exten...
For each finite solvable group G, there is a minimal posi-tive integer ram(G) (resp. ramt(G)) such t...
This thesis studies Galois extensions of global fields and associated Galois groups with one ramifie...
This thesis focuses on a refinement of the inverse Galois problem. We explore what finite groups app...
This thesis focuses on a refinement of the inverse Galois problem. We explore what finite groups app...
This thesis focuses on a refinement of the inverse Galois problem. We explore what finite groups app...
63 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 2006.We use modular forms to come u...
AbstractThis paper concerns trinomial extensions of Q with prescribed ramification behavior. We firs...
AbstractWe compute the Galois groups of several 2-extensions of Q ramified at finitely many odd prim...
This thesis focuses on a refinement of the inverse Galois problem. We explore what finite groups app...
We study the existence of generic Galois extensions for two families of finite groups. We first look...
Let L/K be a Galois etension with Galois group G, and (E) : 1→A→E→G→1 acentral extension. We study t...
金沢大学理工研究域機械工学系For a finite l-group G, let ramt(G) denote the minimal integer such that G can be real...
Soit p un nombre premier, soit K/k une extension galoisienne finie de corps de nombres de degré prem...
AbstractLet E/F be a field extension and let G=Aut(E/F). E/F is said to allow a Galois theory if the...
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