1 citations · 2 across the 14 of their papers we have counts for
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Inhomogeneous Kaufman Measures and Diophantine Approximation
Sam Chow, Agamemnon Zafeiropoulos, Evgeniy Zorin
We introduce an inhomogeneous variant of Kaufman's measure, with applications to diophantine approximation. In particular, we make progress towards a problem related to Littlewood'…
On the variance of the Fibonacci partition function
Sam Chow, Owen Jones
We determine the order of magnitude of the variance of the Fibonacci partition function. The answer is different to the most naive guess. The proof involves a diophantine system an…
Dispersion and Littlewood's conjecture
Sam Chow, Niclas Technau
Let . We construct an explicit, full-measure set of such that if then, for almost all , if then there are…
Enumerative Galois theory for number fields
Sam Chow, Rainer Dietmann
Counting number fields with prescribed Galois group is an enduring challenge in arithmetic statistics. Using the determinant method, we provide an upper bound for even groups, whic…