Add to ORKGFrom the Washington University Senior Honors Thesis Abstracts (WUSHTA), 2017. Published by the Office of Undergraduate Research. Joy Zalis Kiefer, Director of Undergraduate Research and Associate Dean in the College of Arts & Sciences; Lindsey Paunovich, Editor; Helen Human, Programs Manager and Assistant Dean in the College of Arts and Sciences Mentor: John Shareshia
In attempting to solve the regular inverse Galois problem for arbitrary subfields K of C (particular...
Abstract. We use a rigidity argument to prove the existence of two re-lated degree twenty-eight cove...
The celebrated Hilbert\u27s 10th problem asks for an algorithm to decide whether a system of po...
Computing the Galois group of the splitting field of a given polynomial with integer coefficients ov...
It is well known that the general polynomial a_n*x^n + a_{n-1}*x^{n-₋¹} + ... + a₁x + a_0 cannot be ...
It is well known that the general polynomial a_n*x^n + a_{n-1}*x^{n-₋¹} + ... + a₁x + a_0 cannot be ...
This book is motivated by the problem of determining the set of rational points on a variety, but it...
Bruin and Elkies ([7]) obtained the curve of genus 2 parametrizing trinomials ax8 + bx + c whose Gal...
We present a technique for computing multi-branch-point covers with prescribed ramification and demo...
We present a technique for computing multi-branch-point covers with prescribed ramification and demo...
The realization of Galois groups over the field of rationals has been a longstanding open question i...
We use a rigidity argument to prove the existence of two related degree twenty-eight covers of the p...
We use a rigidity argument to prove the existence of two related degree twenty-eight covers of the p...
AbstractWe present a collection of multi-parameter polynomials for several mostly non-solvable permu...
We use a rigidity argument to prove the existence of two related degree twenty-eight covers of the p...
In attempting to solve the regular inverse Galois problem for arbitrary subfields K of C (particular...
Abstract. We use a rigidity argument to prove the existence of two re-lated degree twenty-eight cove...
The celebrated Hilbert\u27s 10th problem asks for an algorithm to decide whether a system of po...
Computing the Galois group of the splitting field of a given polynomial with integer coefficients ov...
It is well known that the general polynomial a_n*x^n + a_{n-1}*x^{n-₋¹} + ... + a₁x + a_0 cannot be ...
It is well known that the general polynomial a_n*x^n + a_{n-1}*x^{n-₋¹} + ... + a₁x + a_0 cannot be ...
This book is motivated by the problem of determining the set of rational points on a variety, but it...
Bruin and Elkies ([7]) obtained the curve of genus 2 parametrizing trinomials ax8 + bx + c whose Gal...
We present a technique for computing multi-branch-point covers with prescribed ramification and demo...
We present a technique for computing multi-branch-point covers with prescribed ramification and demo...
The realization of Galois groups over the field of rationals has been a longstanding open question i...
We use a rigidity argument to prove the existence of two related degree twenty-eight covers of the p...
We use a rigidity argument to prove the existence of two related degree twenty-eight covers of the p...
AbstractWe present a collection of multi-parameter polynomials for several mostly non-solvable permu...
We use a rigidity argument to prove the existence of two related degree twenty-eight covers of the p...
In attempting to solve the regular inverse Galois problem for arbitrary subfields K of C (particular...
Abstract. We use a rigidity argument to prove the existence of two re-lated degree twenty-eight cove...
The celebrated Hilbert\u27s 10th problem asks for an algorithm to decide whether a system of po...
