Faculty

Institution

Unit

Venue

Alexander Varchenko

Professor

University of North Carolina at Chapel Hill

Affiliations

College of Arts and Sciences

Mathematics

the Graduate School

Alexander Varchenko is currently serving as a College Of Arts And Sciences Professor at University of North Carolina At Chapel Hill.

Honors

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Experiences

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Education

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Alexander Varchenko

University of North Carolina at Chapel Hill

Professor

You can click a keyword to filter the displayed items

applied mathematics mathematics spectral theory pure mathematics algebraic geometry mathematical physics representation theory numerical analysis geometry and topology critical points physics differential equations mathematical sciences geometric topology bethe ansatz finite fields group theory lie algebra combinatorial theory applied algebra theoretical analysis master functions applied physics numerical mathematics elliptic equations geometry of numbers schubert calculus global analysis modern algebra analytic number theory conformal blocks singular vectors kz equations nonlinear science quantum chemistry geometric singular perturbation theory bethe algebra gaudin model quantum science function spaces general systems lie theory knot theory theoretical mathematics real algebraic geometry time complexity integral transforms cotangent bundle hypergeometric solutions high energy physics lower bounds geometric quantization knizhnik-zamolodchikov equation local systems difference equations theoretical physics mathematical optimization quantum algebra lie group temporal complexity large scale structure modulus problem master function knizhnik-zamolodchikov equations boundary value problems elliptic function nonlinear hyperbolic problem full duplex shadowed set string theory monge-ampere equation matroid theory low-dimensional structures quantum affine algebras special functions statistical mechanics complex analysis number theory

Notable Scholarly Works

Notable Federal Grants

Collaborators

Calogero–Moser Eigenfunctions Modulo $$P^S$$. Letters in Mathematical Physics (2024)

Alexander GorskyAlexander Varchenko

mathematical sciencesbrane theoryquantum chemistrymathematical physicsspectral theoryapplied mathematicsmathematicscalogero-moser eigenfunctions

Congruences for Hasse-Witt Matrices and Solutions of P-Adic Kz Equations. Carolina Digital Repository (University of North Carolina at Chapel Hill) (2024)

Varchenko, AlexanderZudilin, Wadim

p-adic kz equationsapplied physicshasse-witt matricestheoretical analysis

De Rham-Witt Kz Equations. Research in the Mathematical Sciences (2024)

Vadim SchechtmanAlexander Varchenko

mathematical sciencesdifferential equationsrham-witt kz equationsmathematicsapplied mathematics

Monodromy of the Equivariant Quantum Differential Equation of the Cotangent Bundle of a Grassmannian. Selecta Mathematica (2024)

Vitaly TarasovAlexander Varchenko

cotangent bundlemathematics

Polynomial Superpotential for Grassmannian $${\Text {Gr}}(K,N)$$ From a Limit of Vertex Function. Arnold Mathematical Journal (2024)

Andrey SmirnovAlexander Varchenko

schubert calculusmathematical analysispolynomial superpotentialapplied mathematicsvertex functionmathematics

Solutions of the Sl2${\Mathfrak {Sl}_2}$ Qkz Equations Modulo an Integer. Journal of the London Mathematical Society (2024)

Evgeny MukhinAlexander Varchenko

modulus problemnonlinear analysisapplied mathematicsmathematicspure mathematics

Dwork-Type Congruences and 𝑝-Adic 𝐾𝑍 Connection. EMS Press eBooks (2023)

Alexander Varchenko

p-adic kz connectiondwork-type congruences

Ghosts and Congruences for -Approximations of Hypergeometric Periods. Journal of the Australian Mathematical Society (2023)

ALEXANDER VARCHENKOWADIM ZUDILIN

geometric measure theorypade approximantnumber theoryapplied mathematicshypergeometric periodsapproximation theorymathematicspure mathematics

Polynomial Solutions Modulo $P^S$ of Differential Kz and Dynamical Equations. Symmetry Integrability and Geometry Methods and Applications (2023)

Pavel EtingofAlexander Varchenko

symmetrydifferential kzdynamical equationspolynomial solutionsapplied mathematics

Derived Kz Equations. Journal of Singularities (2022)

Vadim SchechtmanAlexander Varchenko

physicsdifferential equationsnumerical mathematicsnumerical analysisgeometric singular perturbation theorykz equationselectrical engineeringnumerical simulationspartial differential equationsapplied mathematicsnumerical method for partial differential equation

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Alexander Varchenko

Professor

University of North Carolina at Chapel Hill

Affiliations

College of Arts and Sciences

Mathematics

the Graduate School

Alexander Varchenko is currently serving as a College Of Arts And Sciences Professor at University of North Carolina At Chapel Hill.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Alexander Varchenko

University of North Carolina at Chapel Hill

Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Calogero–Moser Eigenfunctions Modulo $$P^S$$. Letters in Mathematical Physics (2024)

Alexander GorskyAlexander Varchenko

mathematical sciencesbrane theoryquantum chemistrymathematical physicsspectral theoryapplied mathematicsmathematicscalogero-moser eigenfunctions

Congruences for Hasse-Witt Matrices and Solutions of P-Adic Kz Equations. Carolina Digital Repository (University of North Carolina at Chapel Hill) (2024)

Varchenko, AlexanderZudilin, Wadim

p-adic kz equationsapplied physicshasse-witt matricestheoretical analysis

De Rham-Witt Kz Equations. Research in the Mathematical Sciences (2024)

Vadim SchechtmanAlexander Varchenko

mathematical sciencesdifferential equationsrham-witt kz equationsmathematicsapplied mathematics

Monodromy of the Equivariant Quantum Differential Equation of the Cotangent Bundle of a Grassmannian. Selecta Mathematica (2024)

Vitaly TarasovAlexander Varchenko

cotangent bundlemathematics

Polynomial Superpotential for Grassmannian $${\Text {Gr}}(K,N)$$ From a Limit of Vertex Function. Arnold Mathematical Journal (2024)

Andrey SmirnovAlexander Varchenko

schubert calculusmathematical analysispolynomial superpotentialapplied mathematicsvertex functionmathematics

Solutions of the Sl2${\Mathfrak {Sl}_2}$ Qkz Equations Modulo an Integer. Journal of the London Mathematical Society (2024)

Evgeny MukhinAlexander Varchenko

modulus problemnonlinear analysisapplied mathematicsmathematicspure mathematics

Dwork-Type Congruences and 𝑝-Adic 𝐾𝑍 Connection. EMS Press eBooks (2023)

Alexander Varchenko

p-adic kz connectiondwork-type congruences

Ghosts and Congruences for -Approximations of Hypergeometric Periods. Journal of the Australian Mathematical Society (2023)

ALEXANDER VARCHENKOWADIM ZUDILIN

geometric measure theorypade approximantnumber theoryapplied mathematicshypergeometric periodsapproximation theorymathematicspure mathematics

Polynomial Solutions Modulo $P^S$ of Differential Kz and Dynamical Equations. Symmetry Integrability and Geometry Methods and Applications (2023)

Pavel EtingofAlexander Varchenko

symmetrydifferential kzdynamical equationspolynomial solutionsapplied mathematics

Derived Kz Equations. Journal of Singularities (2022)

Vadim SchechtmanAlexander Varchenko

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