Faculty

Institution

Unit

Venue

Greta Panova

Gabilan Distinguished Professor in Science and Engineering and Professor of Mathematics Associate Professor

University of Southern California

Affiliations

College of Letters, Arts and Sciences

Natural Sciences

Mathematics

Greta Panova is currently serving as a College Of Letters, Arts And Sciences Gabilan Distinguished Professor in Science and Engineering and Professor of Mathematics Associate Professor at University of Southern California.

Honors

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Experiences

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Education

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Greta Panova

University of Southern California

Gabilan Distinguished Professor in Science and Engineering and Professor of Mathematics Associate Professor

You can click a keyword to filter the displayed items

applied mathematics mathematics combinatorics combinatorial theory mathematical sciences discrete mathematics algebraic combinatorics graph theory discrete algorithms algebra kronecker coefficients analytic combinatorics mathematical analysis combinatorial optimization number theory particle physics enumerative combinatorics hook formulas spectral theory combinatorics on words matrix theory geometric complexity theory genetics molecular biology group theory polyhedron applied algebra combinatorial designs combinatorial design theory schubert calculus topological combinatorics matrix analysis symmetric functions chromatic symmetric functions dyck paths numerical algorithms computational complexity theory extremal set theory combinatorial problems partially ordered set sorting algorithms abstract algebra discrete geometry analytic number theory group representation q-binomial coefficients kronecker products occurrence obstructions largest kronecker width two cross-product conjecture symmetric group characters polynomial time hierarchy symmetric polynomials genome biology mathematical optimization composition mathematica function spaces research policy geometric topology quantum science high energy physics quantitative science studies matrix factorization random graphs probabilistic graph theory mathematical statistics mathematical models computational number theory bijective combinatorics theoretical mathematics modern algebra coxeter group commutative algebra complex dna lesions protein dynamics quantum biology representation theory quantitative biology natural computing biological computation molecular modelling theoretical biology

Notable Scholarly Works

Notable Federal Grants

Collaborators

Computational Complexity in Algebraic Combinatorics. Current Developments in Mathematics (2025)

combinatoricscombinatorial optimizationcombinatorial theorycomputational complexitycombinatory analysismathematicsdiscrete algorithmscombinatorial methodstheoretical computer sciencetheory of computationenumerative combinatorics

The Newton Polytope of the Kronecker Product. Combinatorial Theory (2025)

newton polytopeoriented matroidsmatrix analysislinear algebramathematicscomputational mathematicsnumerical linear algebramatrix theoryspectral theoryapplied mathematicsmathematical sciencesnumerical algorithms

All Kronecker Coefficients Are Reduced Kronecker Coefficients. Forum of Mathematics Pi (2024)

Christian IkenmeyerGreta Panova

kronecker coefficientsapplied mathematicsparticle physics

Complexity and Asymptotics of Structure Constants. Proceedings of symposia in pure mathematics (2024)

Greta Panova

asymptotic analysispure mathematicsmathematicscomplexity theorystructure constants

Diffusion of Activated Atm Explains γH2Ax and Mdc1 Spread Beyond the Dna Damage Site. iScience (2024)

Georgi DanovskiGreta PanovaBradley KeisterGeorgi GeorgievAleksandar AteminSonya UzunovaRumen StamatovPetar-Bogomil KanevRadoslav AleksandrovKrastan B. BlagoevStoyno S. Stoynov

dna damage siteactivated atmimmunologydiffusionmolecular biologydna repairgenetics

Grothendieck Shenanigans: Permutons From Pipe Dreams via Integrable Probability. arXiv (Cornell University) (2024)

Morales, Alejandro H.Panova, GretaPetrov, LeonidYeliussizov, Damir

grothendieck shenaniganspipe dreamsprobability theoryintegrable probability

Hook-Length Formulas for Skew Shapes via Contour Integrals and Vertex Models. arXiv (Cornell University) (2024)

Panova, GretaPetrov, Leonid

vertex modelshook-length formulasskew shapescontour integralsapplied mathematics

Minimal Skew Semistandard Tableaux and the Hillman–Grassl Correspondence. Advances in Applied Mathematics (2024)

Alejandro H. MoralesGreta PanovaGaYee Park

hillman-grassl correspondenceschubert calculusapplied mathematicsmathematics

On the Cross-Product Conjecture for the Number of Linear Extensions. Canadian Journal of Mathematics (2024)

Swee Hong ChanIgor PakGreta Panova

number theorycross-product conjecturelinear extensionsmathematics

Computational Complexity in Algebraic Combinatorics. arXiv (Cornell University) (2023)

Panova, Greta

computer sciencecomputational sciencecomputational complexity theorycomputational complexityalgebraic combinatorics

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Greta Panova

Gabilan Distinguished Professor in Science and Engineering and Professor of Mathematics Associate Professor

University of Southern California

Affiliations

College of Letters, Arts and Sciences

Natural Sciences

Mathematics

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Greta Panova

University of Southern California

Gabilan Distinguished Professor in Science and Engineering and Professor of Mathematics Associate Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Computational Complexity in Algebraic Combinatorics. Current Developments in Mathematics (2025)

The Newton Polytope of the Kronecker Product. Combinatorial Theory (2025)

All Kronecker Coefficients Are Reduced Kronecker Coefficients. Forum of Mathematics Pi (2024)

Christian IkenmeyerGreta Panova

kronecker coefficientsapplied mathematicsparticle physics

Complexity and Asymptotics of Structure Constants. Proceedings of symposia in pure mathematics (2024)

Greta Panova

asymptotic analysispure mathematicsmathematicscomplexity theorystructure constants

Diffusion of Activated Atm Explains γH2Ax and Mdc1 Spread Beyond the Dna Damage Site. iScience (2024)

Georgi DanovskiGreta PanovaBradley KeisterGeorgi GeorgievAleksandar AteminSonya UzunovaRumen StamatovPetar-Bogomil KanevRadoslav AleksandrovKrastan B. BlagoevStoyno S. Stoynov

dna damage siteactivated atmimmunologydiffusionmolecular biologydna repairgenetics

Grothendieck Shenanigans: Permutons From Pipe Dreams via Integrable Probability. arXiv (Cornell University) (2024)

Morales, Alejandro H.Panova, GretaPetrov, LeonidYeliussizov, Damir

grothendieck shenaniganspipe dreamsprobability theoryintegrable probability

Hook-Length Formulas for Skew Shapes via Contour Integrals and Vertex Models. arXiv (Cornell University) (2024)

Panova, GretaPetrov, Leonid

vertex modelshook-length formulasskew shapescontour integralsapplied mathematics

Minimal Skew Semistandard Tableaux and the Hillman–Grassl Correspondence. Advances in Applied Mathematics (2024)

Alejandro H. MoralesGreta PanovaGaYee Park

hillman-grassl correspondenceschubert calculusapplied mathematicsmathematics

On the Cross-Product Conjecture for the Number of Linear Extensions. Canadian Journal of Mathematics (2024)

Swee Hong ChanIgor PakGreta Panova

number theorycross-product conjecturelinear extensionsmathematics

Computational Complexity in Algebraic Combinatorics. arXiv (Cornell University) (2023)

Panova, Greta

computer sciencecomputational sciencecomputational complexity theorycomputational complexityalgebraic combinatorics

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Similar Faculty Members

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University of Southern California

mathematics

mathematical science

Richard Ehrenborg

Institution

University of Kentucky

mathematics education

discrete structure

Karola Meszaros

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Cornell University

topology

geometric topology

Lionel Levine

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probability theory

discrete geometry

Alexander Yong

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algebraic combinatorics

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Sergi Elizalde

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discrete algorithm

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Xiang-dong Hou

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cryptographic technology

Jason Fulman

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spectral theory

stochastic process

Kevin Ford

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mathematical science

Hari Bercovici

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applied mathematics

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