**Address:**

Institute of Discrete Mathematics and Geometry

Vienna University of Technology

Freihaus, Tower A, 5th floor,

room DA 05 G02,

Wiedner Hauptstr. 8-10,

A-1040 Wien, Austria

**E-mail:**

name.surname at tuwien dot ac dot at

I am currently a postdoctoral researcher in the French-Austrian project ArithRand

I completed my PhD at Caltech under the supervision of Maksym Radziwiłł

Previously I was supervised by Maxim Korolev at MIPT and Steklov Mathematical Institute

I am interested in various topics at the intersection of number theory, harmonic analysis and probability

Here you can find my CV (last update in July 2022)

J.-M. Deshouillers, M. Drmota, C. Müllner, A. Shubin, L. Spiegelhofer,
Synchronizing automatic sequences along Piatetski-Shapiro sequences,
submitted, arXiv:2211.01422

A. Shubin, Möbius orthogonality of Thue-Morse sequence along Piatetski-Shapiro numbers,
submitted, arXiv:2207.11840

A. Shubin,
Variance estimates in Linnik's problem, *IMRN*, to appear
arXiv:2108.00726,

A. Shubin,
Fractional parts of non-integer powers of primes. II,
*Q.J.Math*, **73** (1), pp. 277--310, 2022,
arXiv:2011.11790,

A. Shubin,
Fractional parts of non-integer powers of primes,
*Math. Notes*
**108**
(3), pp. 394--408, 2020,
arXiv:2010.15216,

A. Shubin,
Bounded gaps between primes of special form,
*Dokl. Mathematics*
**101**
(3), pp. 235--238, 2020

M.Korolev, A.Shubin,
The second moment of the first derivative of Hardy's Z-function,
*Trigonometric Sums and Their Applications, Springer Nature Switzerland AG*,
pp. 169--182, 2020

A. Shubin,
On the asymptotic behavior of a functions \Omega(n; k) and \omega(n; k) related
to the number of prime divisors,
*Discrete Math. Appl.*
**29**
(2), pp. 121--129, 2019

A. Shubin,
Fractional parts of the function x/n,
*Math. Notes*
**100**
(5-6), pp. 731--742, 2016

A short talk on the connection between primes and exponential sums from SSANT2021