Flynn, E. V. (2001) On Qderived polynomials. Proceedings of the Edinburgh Mathematical Society, 44 . pp. 103110. ISSN 00130915

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Abstract
It is known that Qderived univariate polynomials (polynomials defined over Q, with the property that they and all their derivatives have all their roots in Q) can be completely classified subject to two conjectures: that no quartic with four distinct roots is Qderived, and that no quintic with a triple root and two other distinct roots is Qderived. We prove the second of these conjectures.
Item Type:  Article 

Uncontrolled Keywords:  Qderived polynomials; covering techniques. 
Subjects:  A  C > Algebraic geometry H  N > Number theory 
Research Groups:  Number Theory Group 
ID Code:  260 
Deposited By:  E. Victor Flynn 
Deposited On:  12 Jul 2006 
Last Modified:  29 May 2015 18:19 
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