World's Best Scientists 2026 revealed!

Overview

Alex Iosevich is affiliated with the University of Rochester in the United States and has an extensive publication record primarily in mathematics and computer science. Their research is situated at the intersection of these fields, with notable contributions in applied mathematics, discrete mathematics and combinatorics, and mathematical physics. Additional focus areas include numerical analysis and geometry and topology.

The scientist's research emphasizes several key topics within mathematics, including limits and structures in graph theory, mathematical dynamics and fractals, mathematical approximation and integration, advanced harmonic analysis, mathematical analysis and transform methods, analytic number theory, and finite group theory.

Alex Iosevich has published extensively in various scholarly venues. The most frequent outlets for their work include arXiv (Cornell University), Mathematische Zeitschrift, Mathematische Annalen, European Journal of Combinatorics, and Mathematika.

Recent examples of their published papers include the following:

  • An improved result for Falconer's distance set problem in even dimensions, 2021, Mathematische Annalen
  • On k-point configuration sets with nonempty interior, 2022, Mathematika
  • Microlocal decoupling inequalities and the distance problem on Riemannian manifolds, 2022, American Journal of Mathematics
  • Pinned Geometric Configurations in Euclidean Space and Riemannian Manifolds, 2021, Mathematics
  • Existence of similar point configurations in thin subsets of d, 2020, Mathematische Zeitschrift

Collaboration is a significant element in Alex Iosevich's research practice. Frequent coauthors include Azita Mayeli, Allan Greenleaf, Krystal Taylor, Emmett L. Wyman, and Doowon Koh, highlighting ongoing partnerships in their research projects.

Best Publications

  • Erdös distance problem in vector spaces over finite fields

    Alex Iosevich;Misha Rudnev

  • Averages over hyperplanes, sum-product theory in vector spaces over finite fields and the Erdos-Falconer distance conjecture

    Derrick Hart;Alex Iosevich;Doowon Koh;Misha Rudnev

  • On Falconer's distance set problem in the plane

    Larry Guth;Alex Iosevich;Yumeng Ou;Hong Wang

  • Pinned distance sets, k-simplices, Wolff's exponent in finite fields and sum-product estimates

    Jeremy Chapman;M. Burak Erdogan;Derrick Hart;Alex Iosevich

  • The Fuglede spectral conjecture holds for convex planar domains

    Alex Iosevich;Nets Katz;Terence Tao

  • Spectral and tiling properties of the unit cube

    Alex Iosevich;Steen Pedersen

  • Sum-product Estimates in Finite Fields via Kloosterman Sums

    Derrick Hart;Alex Iosevich;Jozsef Solymosi

  • Convex bodies with a point of curvature do not have Fourier bases

    Alex Iosevich;Nets Hawk Katz;Terence Tao

  • Group actions and geometric combinatorics in Fd/q

    Michael Bennett;Derrick Hart;Alex Iosevich;Jonathan Pakianathan

  • Maximal Averages over Surfaces

    A Iosevich;E Sawyer;E Sawyer

  • The Fuglede conjecture holds in ℤp × ℤp

    Alexander Iosevich;Azita Mayeli;Jonathan Pakianathan

  • Finite chains inside thin subsets of ℝd

    Michael Bennett;Alexander Iosevich;Krystal Taylor

  • Sharp rate of average decay of the Fourier transform of a bounded set

    L. Brandolini;S. Hofmann;A. Iosevich

  • An improved result for Falconer’s distance set problem in even dimensions

    Xiumin Du;Alex Iosevich;Yumeng Ou;Hong Wang

  • Circular averages and Falconer/Erdös distance conjecture in the plane for random metrics

    S. Hofmann;A. Iosevich

  • Extension theorems for spheres in the finite field setting

    Alex Iosevich;Doowon Koh

  • Maximal operators associated to families of flat curves in the plane

    Alex Iosevich

  • The Erdős Distance Problem

    Julia Garibaldi;Alex Iosevich;Steven Senger

  • A group-theoretic viewpoint on Erdos-Falconer problems and the Mattila integral

    A. Greenleaf;A. Iosevich;B. Liu;E. Palsson

  • Sum-product estimates in finite fields

    D. Hart;A. Iosevich;J. Solymosi

Frequent Co-Authors

Andreas Seeger
Andreas Seeger University of Wisconsin–Madison
Eric T. Sawyer
Eric T. Sawyer McMaster University
Steve Hofmann
Steve Hofmann University of Missouri
Terence Tao
Terence Tao University of California, Los Angeles
Loukas Grafakos
Loukas Grafakos University of Missouri
Vitaly Bergelson
Vitaly Bergelson The Ohio State University
Guozhen Lu
Guozhen Lu University of Connecticut
Palle E. T. Jorgensen
Palle E. T. Jorgensen University of Iowa
Igor E. Shparlinski
Igor E. Shparlinski University of New South Wales
Yang Wang
Yang Wang Hong Kong University of Science and Technology

If you think any of the details on this page are incorrect, let us know.

Report an issue

We appreciate your kind effort to assist us to improve this page, it would be helpful providing us with as much detail as possible in the text box below:

Related Online Degrees & Career Pathways

Pursuing a degree in Mathematics opens doors to a variety of interdisciplinary career paths. Many students explore complementary fields such as finance, marketing, and business administration, which often require strong quantitative skills. For those interested in advancing their financial expertise, an online masters in finance offers affordable options with flexible study schedules.

Business professionals seeking to accelerate their careers can benefit from accelerated online MBA programs. These programs are designed to be completed quickly without sacrificing quality, helping students transition swiftly into leadership roles.

Marketing is another dynamic field where mathematical and analytical skills play a vital role. Students aiming to blend creativity with data analysis should consider a masters degree in marketing that is affordable and has strong earning potential.

For those balancing professional demands with education, 1 year MBA programs in USA offer an excellent opportunity to gain advanced business knowledge in a condensed timeframe. These programs complement a mathematical background by enhancing management and strategic skills.

Best Scientists Citing Alex Iosevich

Trending Scientists

Recently Published Articles