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math.NT2015
30 years of collaboration
Clemens Fuchs, Lajos Hajdu
We highlight some of the most important cornerstones of the long standing and very fruitful collaboration of the Austrian Diophantine Number Theory research group and the Number Th…
math.NT2015
Only finitely many Tribonacci Diophantine triples exist
Clemens Fuchs, Christoph Hutle, Nurettin Irmak +2
Diophantine triples taking values in recurrence sequences have recently been studied quite a lot. In particular the question was raised whether or not there are finitely many Dioph…
math.NT2015★ 1 cited
The -adic analytic subgroup theorem revisited
Clemens Fuchs, Duc Hiep Pham
It is well-known that the Wüstholz' analytic subgroup theorem is one of the most powerful theorems in transcendence theory. The theorem gives in a very systematic and conceptual wa…