Faculty

Institution

Unit

Venue

Weiqiang Wang

Gordon Whyburn Professor of Mathematics

University of Virginia

Affiliations

College and Graduate School of Arts and Sciences

Department of Mathematics

Weiqiang Wang is currently serving as a College And Graduate School Of Arts And Sciences Gordon Whyburn Professor of Mathematics at University of Virginia.

Honors

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Experiences

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Education

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Weiqiang Wang

University of Virginia

Gordon Whyburn Professor of Mathematics

You can click a keyword to filter the displayed items

mathematics mathematical sciences representation theory algebra algebraic geometry quantum algebra lie algebra applied mathematics lie theory noncommutative geometry theoretical physics group theory geometric topology algebraic combinatorics spectral theory group representation universal algebra quantum groups operator algebras combinatorial theory schubert calculus mathematical physics quantum science clifford algebras quantum mechanics supermanifold function spaces modern algebra physics non-commutative algebras abstract algebra commutative algebra hilbert schemes quantum symmetric pairs canonical basis super duality modular forms algebraic theory canonical bases hall algebras cohomology rings ring theory projective geometry lie group nilpotent groups geometric quantization modular representations wreath products lie superalgebras enumerative geometry twistor theory geometric representations complex geometry algebraic structures vertex algebras hecke-clifford algebras communication statistical physics statistical mechanics quantum theory geometric algebra coxeter group symmetric products virasoro algebra drinfeld type presentation spin hecke algebras quantum chemistry nonlinear science information theory quantum communications discrete differential geometry

Notable Scholarly Works

Notable Federal Grants

Collaborators

Affine $$\Imath $$Quantum Groups and Twisted Yangians in Drinfeld Presentations. Communications in Mathematical Physics (2025)

Kang LuWeiqiang WangWeinan Zhang

mathematical physicsquantum groupsdrinfeld presentationstwisted yangiansmathematics

Affine and Cyclotomic Webs. Journal of the London Mathematical Society (2025)

Linliang SongWeiqiang Wang

affine schur categoryalgebraic structuresmathematicsaffine web categorypolynomial web categorymodern algebraabstract algebracommutative algebracategory theoryalgebrarepresentation theoryalgebraic geometrymathematical sciences

Quantum Supersymmetric Pairs of Basic Types. Communications in Mathematical Physics (2025)

Yaolong ShenWeiqiang Wang

theoretical physicssupersymmetryquantum field theoryquantum algebraphysicsmathematicsrepresentation theoryquantum sciencesupermanifoldquantum supersymmetric pairsquantum mechanics

Braid Group Action and Quasi-Split Affine $$\Imath $$Quantum Groups II: Higher Rank. Communications in Mathematical Physics (2024)

Ming LuWeiqiang WangWeinan Zhang

braid group actionmathematical physicscommunication

Cells in Affine Q-Schur Algebras. Israel Journal of Mathematics (2024)

Weideng CuiLi LuoWeiqiang Wang

mathematical biologycell biologyaffine q-schur algebras

𝚤Hall Algebras and 𝚤Quantum Groups. Proceedings of symposia in pure mathematics (2024)

Ming LuWeiqiang Wang

annotation encoding=1-gorenstein algebrasapplied mathematicsmodern algebraabstract algebragroup theorysemi-derived hall algebrasnon-commutative algebrasquantum algebramathematicsrepresentation theoryalgebranoncommutative geometrymathematical sciences

A Drinfeld Type Presentation of Twisted Yangians. arXiv (Cornell University) (2023)

Lu, KangWang, WeiqiangZhang, Weinan

drinfeld type presentationtwisted yangiansalgebraic geometry

Affine Hecke Algebras and Quantum Symmetric Pairs. Memoirs of the American Mathematical Society (2023)

Zhaobing FanChun-Ju LaiYiqiang LiLi LuoWeiqiang Wang

applied mathematicsmathematicslie algebraalgebraic combinatoricsquantum affineaffine hecke algebrasaffine hecke algebraquantum algebraalgebrarepresentation theorynoncommutative geometryspectral theoryalgebraic geometrymathematical sciences

An Intrinsic Approach to Relative Braid Group Symmetries on I$\Imath$Quantum Groups. Proceedings of the London Mathematical Society (2023)

Weiqiang WangWeinan Zhang

analytic number theoryapplied mathematicsgroup theory

Braid Group Action and Quasi-Split Affine $\Imath$Quantum Groups II: Higher Rank. arXiv (Cornell University) (2023)

Lu, MingWang, WeiqiangZhang, Weinan

applied mathematicsmathematicshigher ranklie theorygroup representationgroup theoryquantum groupsbraid group actiongeometric topologyquantum algebraalgebrarepresentation theoryquasi-split satake diagramsmathematical sciences

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Weiqiang Wang

Gordon Whyburn Professor of Mathematics

University of Virginia

Affiliations

College and Graduate School of Arts and Sciences

Department of Mathematics

Weiqiang Wang is currently serving as a College And Graduate School Of Arts And Sciences Gordon Whyburn Professor of Mathematics at University of Virginia.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Weiqiang Wang

University of Virginia

Gordon Whyburn Professor of Mathematics

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Affine $$\Imath $$Quantum Groups and Twisted Yangians in Drinfeld Presentations. Communications in Mathematical Physics (2025)

Kang LuWeiqiang WangWeinan Zhang

mathematical physicsquantum groupsdrinfeld presentationstwisted yangiansmathematics

Affine and Cyclotomic Webs. Journal of the London Mathematical Society (2025)

Linliang SongWeiqiang Wang

Quantum Supersymmetric Pairs of Basic Types. Communications in Mathematical Physics (2025)

Yaolong ShenWeiqiang Wang

theoretical physicssupersymmetryquantum field theoryquantum algebraphysicsmathematicsrepresentation theoryquantum sciencesupermanifoldquantum supersymmetric pairsquantum mechanics

Braid Group Action and Quasi-Split Affine $$\Imath $$Quantum Groups II: Higher Rank. Communications in Mathematical Physics (2024)

Ming LuWeiqiang WangWeinan Zhang

braid group actionmathematical physicscommunication

Cells in Affine Q-Schur Algebras. Israel Journal of Mathematics (2024)

Weideng CuiLi LuoWeiqiang Wang

mathematical biologycell biologyaffine q-schur algebras

𝚤Hall Algebras and 𝚤Quantum Groups. Proceedings of symposia in pure mathematics (2024)

Ming LuWeiqiang Wang

A Drinfeld Type Presentation of Twisted Yangians. arXiv (Cornell University) (2023)

Lu, KangWang, WeiqiangZhang, Weinan

drinfeld type presentationtwisted yangiansalgebraic geometry

Affine Hecke Algebras and Quantum Symmetric Pairs. Memoirs of the American Mathematical Society (2023)

Zhaobing FanChun-Ju LaiYiqiang LiLi LuoWeiqiang Wang

An Intrinsic Approach to Relative Braid Group Symmetries on I$\Imath$Quantum Groups. Proceedings of the London Mathematical Society (2023)

Weiqiang WangWeinan Zhang

analytic number theoryapplied mathematicsgroup theory

Braid Group Action and Quasi-Split Affine $\Imath$Quantum Groups II: Higher Rank. arXiv (Cornell University) (2023)

Lu, MingWang, WeiqiangZhang, Weinan

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Similar Faculty Members

Huaxin Lin

Institution

University of Oregon

mathematics

applied mathematics

Mr Marcelo Aguiar

Institution

Cornell University

function space

hopf algebra

Rinat Kedem

Institution

University of Illinois Urbana-Champaign

algebra

mathematics

You Qi

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mathematics

algebra

Arkady Berenstein

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algebra

schubert calculus

Yuri Berest

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Cornell University

topology

low-dimensional topology

Masamichi Takesaki

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operator algebra

spectral theory

Dan Mihai Barbasch

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Cornell University

reductive lie groups

lie algebra

M. Susan Montgomery

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algebra

non-commutative algebras

Aaron Lauda

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algebra

geometric quantization