Add to ORKGAbstract. Some finiteness and non-existence results are proved of 2-dimensional mod 2 Galois representations of quadratic fields unramified outside 2. 1
AbstractWe describe a method for the explicit computation of a list of possibilities for the Galois ...
Let p be a prime number. Due to classical work of Shimura and Deligne, to any "newform" (a modular f...
In this Note, we show the existence of a non-solvable Galois extension of Q which is unramified outs...
Abstract. For a few quadratic fields, the non-existence is proved of continuous irreducible mod 2 Ga...
Abstract. For a few quadratic fields, the non-existence is proved of continuous irreducible mod 2 Ga...
For a few quadratic fields, the non-existence is proved of continuous irreducible mod 2 Galois repre...
Let p be a fixed prime number. It has been known for a long time that there are only finitely many G...
AbstractLet k=Q(−2379) and knr,2 be the maximal unramified 2-extension of k. To show that knr,2/k is...
For a quadratic field K, we investigate continuous mod p representations of the absolute Galois grou...
Let $K$ be a local field and $k$ an algebraically closed field. We prove the finiteness of isomorphi...
MI: Global COE Program Education-and-Research Hub for Mathematics-for-IndustryグローバルCOEプログラム「マス･フォア･イ...
AbstractWe classify quadratic, biquadratic and degree 4 cyclic 2-rational number fields. We also cla...
Abstract. In this talk, I will recall the construction of moduli schemes which parametrize various k...
AbstractLetρbe a two-dimensional semisimple odd representation ofGal(Q/Q) over a finite field of cha...
To an odd irreducible 2-dimensional complex linear representation of the absolute Galois group of th...
AbstractWe describe a method for the explicit computation of a list of possibilities for the Galois ...
Let p be a prime number. Due to classical work of Shimura and Deligne, to any "newform" (a modular f...
In this Note, we show the existence of a non-solvable Galois extension of Q which is unramified outs...
Abstract. For a few quadratic fields, the non-existence is proved of continuous irreducible mod 2 Ga...
Abstract. For a few quadratic fields, the non-existence is proved of continuous irreducible mod 2 Ga...
For a few quadratic fields, the non-existence is proved of continuous irreducible mod 2 Galois repre...
Let p be a fixed prime number. It has been known for a long time that there are only finitely many G...
AbstractLet k=Q(−2379) and knr,2 be the maximal unramified 2-extension of k. To show that knr,2/k is...
For a quadratic field K, we investigate continuous mod p representations of the absolute Galois grou...
Let $K$ be a local field and $k$ an algebraically closed field. We prove the finiteness of isomorphi...
MI: Global COE Program Education-and-Research Hub for Mathematics-for-IndustryグローバルCOEプログラム「マス･フォア･イ...
AbstractWe classify quadratic, biquadratic and degree 4 cyclic 2-rational number fields. We also cla...
Abstract. In this talk, I will recall the construction of moduli schemes which parametrize various k...
AbstractLetρbe a two-dimensional semisimple odd representation ofGal(Q/Q) over a finite field of cha...
To an odd irreducible 2-dimensional complex linear representation of the absolute Galois group of th...
AbstractWe describe a method for the explicit computation of a list of possibilities for the Galois ...
Let p be a prime number. Due to classical work of Shimura and Deligne, to any "newform" (a modular f...
In this Note, we show the existence of a non-solvable Galois extension of Q which is unramified outs...