Clemens Fuchs


Ontology type: schema:Person     


Person Info

NAME

Clemens

SURNAME

Fuchs

Publications in SciGraph latest 50 shown

  • 2021-04-30 Diophantine equations in separated variables and polynomial power sums in MONATSHEFTE FÜR MATHEMATIK
  • 2020 Algebra, Für Studierende der Mathematik, Physik, Informatik in NONE
  • 2018-10-04 Decomposable polynomials in second order linear recurrence sequences in MANUSCRIPTA MATHEMATICA
  • 2018-06-25 Diophantine triples in linear recurrences of Pisot type in RESEARCH IN NUMBER THEORY
  • 2016-10-15 30 years of collaboration in PERIODICA MATHEMATICA HUNGARICA
  • 2016-08-04 Diophantine Triples and k-Generalized Fibonacci Sequences in BULLETIN OF THE MALAYSIAN MATHEMATICAL SCIENCES SOCIETY
  • 2016-01-09 Elementary resolution of a family of quartic Thue equations over function fields in MONATSHEFTE FÜR MATHEMATIK
  • 2015-04 The p-adic analytic subgroup theorem revisited in P-ADIC NUMBERS, ULTRAMETRIC ANALYSIS AND APPLICATIONS
  • 2014 Integral points on curves: Siegel’s theorem after Siegel’s proof in ON SOME APPLICATIONS OF DIOPHANTINE APPROXIMATIONS
  • 2013-10-15 Probeklausur 5 in ÜBUNGEN ZUR ALGEBRA
  • 2013-10-15 I.4 Körper und Galois-Theorie in ÜBUNGEN ZUR ALGEBRA
  • 2013-10-15 Probeklausur 4 in ÜBUNGEN ZUR ALGEBRA
  • 2013-10-15 II.5 Darstellungen von endlichen Gruppen in ÜBUNGEN ZUR ALGEBRA
  • 2013-10-15 Probeklausur 2 in ÜBUNGEN ZUR ALGEBRA
  • 2013-10-15 I.1 Grundlegendes in ÜBUNGEN ZUR ALGEBRA
  • 2013-10-15 Probeklausur 1 in ÜBUNGEN ZUR ALGEBRA
  • 2013-10-15 I.2 Gruppen in ÜBUNGEN ZUR ALGEBRA
  • 2013-10-15 Probeklausur 6 in ÜBUNGEN ZUR ALGEBRA
  • 2013-10-15 II.2 Gruppen in ÜBUNGEN ZUR ALGEBRA
  • 2013-10-15 I.3 Ringtheorie in ÜBUNGEN ZUR ALGEBRA
  • 2013-10-15 I.5 Darstellungen von endlichen Gruppen in ÜBUNGEN ZUR ALGEBRA
  • 2013-10-15 Probeklausur 3 in ÜBUNGEN ZUR ALGEBRA
  • 2013-10-15 II.1 Grundlegendes in ÜBUNGEN ZUR ALGEBRA
  • 2013-10-15 II.4 Körper und Galois-Theorie in ÜBUNGEN ZUR ALGEBRA
  • 2013-10-15 II.3 Ringtheorie in ÜBUNGEN ZUR ALGEBRA
  • 2009-09-02 On quantitative aspects of the unit sum number problem in ARCHIV DER MATHEMATIK
  • 2008-01-01 On the Diophantine Equation Gn(x) = Gm(y) with Q (x, y)=0 in DIOPHANTINE APPROXIMATION
  • 2005-11-16 On a Family of Thue Equations Over Function Fields in MONATSHEFTE FÜR MATHEMATIK
  • 2004-08-20 Diophantine inequalities involving several power sums in MANUSCRIPTA MATHEMATICA
  • 2002-11 On the Diophantine Equation Gn(x) = Gm(P(x)) in MONATSHEFTE FÜR MATHEMATIK
  • 2002-09 Diophantine m-tuples for linear polynomials in PERIODICA MATHEMATICA HUNGARICA
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