Noy Soffer Aranov
Scholar

Noy Soffer Aranov

Google Scholar ID: ediRy5gAAAAJ
University of Utah
Homogeneous DynamicsFunction FieldsGeometry of NumbersDiophantine Approximation
Citations & Impact
All-time
Citations
14
 
H-index
3
 
i10-index
0
 
Publications
8
 
Co-authors
3
list available
Publications
1 items
Resume (English only)
Research Experience
  • Currently a tenure track assistant professor (Laufbahnprofessorin) at the Institute of Analysis and Number Theory at TU Graz; previously, a postdoctoral scholar at the University of Utah in Prof. Jon Chaika’s research group.
Education
  • Obtained Ph.D. from the Department of Mathematics at Technion in 2024 under the supervision of Prof. Uri Shapira; previously, an M.Sc. student at the Einstein Institute of Mathematics working with Prof. Tamar Ziegler.
Background
  • Research interests lie in the interplay between homogeneous dynamics, diophantine approximations, and geometry of numbers, mostly over fields with positive characteristic. This setting leads to the use of various tools, such as combinatorics, automatic sequences, fractal geometry, algebraic groups, ergodic theory, and metric number theory.
Miscellany
  • Contact: noy.sofferaranov@tugraz.at or noysoffer@hotmail.com. The pictures in the banners are from the St. Peter wilderness, the Mur River, the Mill B Trail, Red Pine Lake, and Jack's Mountain. The picture in the footer is a tiling which generates the number wall of the 5-Cantor sequence generated by Steven Robertson, used to prove escape of mass properties of the p-Cantor sequence.