Faculty

Institution

Unit

Venue

Alex Iosevich

Professor of Mathematics

University of Rochester

Affiliations

School of Arts & Sciences

Data Science

Mathematics

Alex Iosevich is currently serving as a Data Science Professor of Mathematics at University of Rochester.

Honors

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Experiences

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Education

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Alex Iosevich

University of Rochester

Professor of Mathematics

You can click a keyword to filter the displayed items

applied mathematics mathematics mathematical analysis graph theory number theory analytic number theory particle physics topology mathematical sciences combinatorics theoretical analysis vector spaces geometry and topology fourier transform fourier analysis computer science spectral theory mathematical optimization lattice points discrete geometry thin subsets differential geometry euclidean space sum-product estimates combinatorial theory distance sets nonempty interior physics numerical mathematics lattice theory finite fields measure theory falconer conjecture prime fields distance problem erdos distance problem maximal averages function spaces geometric topology quantum science scientific computing modern algebra integral geometry spectral analysis enumerative combinatorics wavelet theory ring theory knot theory oscillation theory fourier expansion convex planar domains fourier bases geometric combinatorics biomedical imaging high energy physics convex analysis combinatorial optimization discrete algorithms computational optimization nonlinear analysis extremal set theory surface analysis surface modeling quantum chromodynamics combinatorial designs analytic combinatorics scaling analysis stochastic geometry spatial theory abstraction (computer science) combinatorial problems combinatorial design theory geometric graph theory topological combinatorics abstract analysis discrete dynamical systems real analysis fourier integral operators geometric measure theory classical analysis

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

Generalized Point Configurations in F Q D. Finite Fields and Their Applications (2024)

Paige BrightXinyu FangBarrett HeritageAlex IosevichTingsong JiangHans ParshallMaxwell Sun

lagrangian methodscientific computingapplied mathematicsmulti-view geometryfull duplexpoint configurationsgeometryquantum field theoryapplied physicsoriented matroidsgeometry and topology

Improved Incidence Bounds Over Arbitrary Finite Fields via the Vc-Dimension Theory. European Journal of Combinatorics (2024)

Alex IosevichThang PhamSteven SengerMichael Tait

applied mathematicsarbitrary finite fieldscombinatoricsincidence boundsvc-dimension theory

Nonempty Interior of Configuration Sets via Microlocal Partition Optimization. Mathematische Zeitschrift (2024)

Allan GreenleafAlex IosevichKrystal Taylor

microlocal partition optimizationmathematicsconfiguration setsnonempty interiormathematical logic

The Quotient Set of the Quadratic Distance Set Over Finite Fields. Forum Mathematicum (2024)

Alex IosevichDoowon KohFirdavs Rakhmonov

mathematical analysisquadratic distancequotient setmathematics

Lattice Points Problem, Equidistribution and Ergodic Theorems for Certain Arithmetic Spheres. Mathematische Annalen (2023)

Alex IosevichBartosz LangowskiMariusz MirekTomasz Z. Szarek

lattice points problemmathematical analysisergodic theoremsmathematics

Multi-Linear Forms, Graphs, and -Improving Measures In. Canadian Journal of Mathematics (2023)

Pablo BhowmikAlex IosevichDoowon KohThang Pham

multi-linear formsgraph theoryapplied mathematics

Simplices in Thin Subsets of Euclidean Spaces. Analysis & PDE (2023)

Alex IosevichÁkos Magyar

theoretical analysiseuclidean spacesapplied mathematicstopologythin subsetsmathematical analysis

$$L^P$$ Estimates for Bilinear Generalized Radon Transforms in the Plane. Springer proceedings in mathematics & statistics (2022)

A. GreenleafA. IosevichB. KrauseA. Liu

analytic number theorymathematical physicsapplied mathematicsstatistics

Dot Products in F Q 3 and the Vapnik-Chervonenkis Dimension. Discrete Mathematics (2022)

A. IosevichB. McDonaldM. Sun

surface scienceshadowed setdot productsscalar transportpath dependenceoptical propertiescombinatoricscondensed matter physicsapplied physicsmaterials sciencecombinatorial theorydiscrete geometryvapnik-chervonenkis dimensionparticle physicssoft modequantum science

Microlocal Decoupling Inequalities and the Distance Problem on Riemannian Manifolds. American Journal of Mathematics (2022)

Alex IosevichBochen LiuYakun Xi

microlocal decoupling inequalitiesmathematical optimizationapplied mathematicsstochastic geometrynumber theorydistance problemdifferential geometry

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Alex Iosevich

Professor of Mathematics

University of Rochester

Affiliations

School of Arts & Sciences

Data Science

Mathematics

Alex Iosevich is currently serving as a Data Science Professor of Mathematics at University of Rochester.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Alex Iosevich

University of Rochester

Professor of Mathematics

You can click a keyword to filter the displayed items

Video Presentations

Notable Scholarly Works

Notable Federal Grants

Collaborators

Generalized Point Configurations in F Q D. Finite Fields and Their Applications (2024)

Paige BrightXinyu FangBarrett HeritageAlex IosevichTingsong JiangHans ParshallMaxwell Sun

lagrangian methodscientific computingapplied mathematicsmulti-view geometryfull duplexpoint configurationsgeometryquantum field theoryapplied physicsoriented matroidsgeometry and topology

Improved Incidence Bounds Over Arbitrary Finite Fields via the Vc-Dimension Theory. European Journal of Combinatorics (2024)

Alex IosevichThang PhamSteven SengerMichael Tait

applied mathematicsarbitrary finite fieldscombinatoricsincidence boundsvc-dimension theory

Nonempty Interior of Configuration Sets via Microlocal Partition Optimization. Mathematische Zeitschrift (2024)

Allan GreenleafAlex IosevichKrystal Taylor

microlocal partition optimizationmathematicsconfiguration setsnonempty interiormathematical logic

The Quotient Set of the Quadratic Distance Set Over Finite Fields. Forum Mathematicum (2024)

Alex IosevichDoowon KohFirdavs Rakhmonov

mathematical analysisquadratic distancequotient setmathematics

Lattice Points Problem, Equidistribution and Ergodic Theorems for Certain Arithmetic Spheres. Mathematische Annalen (2023)

Alex IosevichBartosz LangowskiMariusz MirekTomasz Z. Szarek

lattice points problemmathematical analysisergodic theoremsmathematics

Multi-Linear Forms, Graphs, and -Improving Measures In. Canadian Journal of Mathematics (2023)

Pablo BhowmikAlex IosevichDoowon KohThang Pham

multi-linear formsgraph theoryapplied mathematics

Simplices in Thin Subsets of Euclidean Spaces. Analysis & PDE (2023)

Alex IosevichÁkos Magyar

theoretical analysiseuclidean spacesapplied mathematicstopologythin subsetsmathematical analysis

$$L^P$$ Estimates for Bilinear Generalized Radon Transforms in the Plane. Springer proceedings in mathematics & statistics (2022)

A. GreenleafA. IosevichB. KrauseA. Liu

analytic number theorymathematical physicsapplied mathematicsstatistics

Dot Products in F Q 3 and the Vapnik-Chervonenkis Dimension. Discrete Mathematics (2022)

A. IosevichB. McDonaldM. Sun

Microlocal Decoupling Inequalities and the Distance Problem on Riemannian Manifolds. American Journal of Mathematics (2022)

Alex IosevichBochen LiuYakun Xi

microlocal decoupling inequalitiesmathematical optimizationapplied mathematicsstochastic geometrynumber theorydistance problemdifferential geometry

1
2
3
4
5
19
10 / page

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Similar Faculty Members

Wolfgang Schmidt

Institution

University of Colorado Boulder

mathematics

applied mathematics

Daniel Wyler Stroock

Institution

Massachusetts Institute of Technology

stochastic process

statistical physic

Hari Bercovici

Institution

Indiana University Bloomington

applied mathematics

mathematics

Dmitry Khavinson

Institution

University of South Florida

applied mathematical modelling

real analysis

Deguang Han

Institution

University of Central Florida

signal processing

spectral theory

Richard Ehrenborg

Institution

University of Kentucky

mathematics education

discrete structure

Christopher D. Sogge

Institution

Johns Hopkins University

partial differential equation

microlocal analysis

Karl Gustafson

Institution

University of Colorado Boulder

computational infrastructure

scientific computing

Brett Wick

Institution

Washington University in St. Louis

function space

spectral theory

Peter D. Hislop

Institution

University of Kentucky

complex analysis

random schrodinger operators