activity
20072014
most citedOn Galois Groups of Prime Degree Polynomials with Complex Roots

2 citations · 3 across the 5 of their papers we have counts for

collaborators

5 papers

math.RT2014

Centers associated with the Borel subalgebra of certain simple Lie algebras

Oz Ben-Shimol

We continue the study in Ben-Shimol [1],[2] and consider a Borel subalgebra and its nil radical of the simple Lie algebras of types , , $C_n…

math.RT2014★ 1 cited

Centers associated with the Borel subalgebra of the general linear Lie algebra

Oz Ben-Shimol

We consider a Borel subalgebra $\fg$ of the general linear algebra and its subalgebra $\BB$ which is a Borel subalgebra of the special linear algebra, over arbitrary field. Let $\c…

math.NT2008

Explicit Constructions of the non-Abelian -Extensions Over $\mathbf{\QQ}$

Oz Ben-Shimol

Let be an odd prime. Let be a cyclic extension of degree and of characteristic different from . The explicit constructions of the non-abelian -extensions ov…

math.NT2008

Explicit Constructions of the non-Abelian -Extensions Over $\QQ$

Oz Ben-Shimol

Let be an odd prime. Let be a cyclic extension of degree and of characteristic different from . The explicit constructions of the non-abelian -extensions ov…

math.NT2007★ 2 cited

On Galois Groups of Prime Degree Polynomials with Complex Roots

Oz Ben-Shimol

Let be an irreducible polynomial of prime degree over $\QQ$, with precisely pairs of complex roots. Using a result of Jens Höchsmann (1999), we show that if $p\ge…