Nedialko Bradinoff

collaborators

3 papers

math-ph2026

On Toeplitz determinants with slow Fourier decay

Nedialko Bradinoff, Maurice Duits

We study Toeplitz determinants $det T_{n} (e^{f})$ for $f$ whose Fourier coefficients satisfy $f_{k} = O (∣ k ∣^{- 1})$ . This regime extends beyond $H^{1/2}$ and includes symbols with Fisher-H…

math.PR2026

Marked GUE-corners process in doubly periodic dimer models

Tomas Berggren, Nedialko Bradinoff

We study a family of periodically weighted Aztec diamond dimer models near their turning points. We establish that, asymptotically, as $N \to \infty$ , their fluctuations ther…

math.PR2023

Benford's law and the C $β$ E

Nedialko Bradinoff, Maurice Duits

We study the individual digits for the absolute value of the characteristic polynomial for the Circular $β$ -Ensemble. We show that, in the large $N$ limit, the first digits obey Be…

On Toeplitz determinants with slow Fourier decay

Marked GUE-corners process in doubly periodic dimer models

Benford's law and the CβE

Benford's law and the C $β$ E