Complete solutions to a family of quartic Thue inequalities over function fields (CROSBI ID 540166)
Prilog sa skupa u zborniku | sažetak izlaganja sa skupa | međunarodna recenzija
Podaci o odgovornosti
Fuchs, Clemens ; Jadrijević, Borka
engleski
Complete solutions to a family of quartic Thue inequalities over function fields
We consider a family of Thue inequalities defined over the field of functions C(T). In particular, we find all solutions of deg( X^{; ; 4}; ; -4cX^{; ; 3}; ; Y+(6c+2)X^{; ; 2}; ; Y^{; ; 2}; ; +4cXY^{; ; 3}; ; +Y^{; ; 4}; ; ) <= deg c, where the solutions X, Y come from the ring C[T] and the parameter c in C[T] is some non-constant polynomial.
Thue equations; function fields; continued fraction
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Podaci o prilogu
28-28.
2008.
objavljeno
Podaci o matičnoj publikaciji
4th Croatian Mathematical Congress
Scitovski, Rudolf
Osijek: Hrvatsko matematičko društvo
Podaci o skupu
4th Croatian mathematical congress
predavanje
17.06.2008-20.06.2008
Osijek, Hrvatska