Faculty

Institution

Unit

Venue

Holly M. Swisher

Professor

Oregon State University

Affiliations

College of Science

Department of Mathematics

Holly M. Swisher is currently serving as a College Of Science Professor at Oregon State University.

Honors

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Experiences

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Education

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Holly M. Swisher

Oregon State University

Professor

You can click a keyword to filter the displayed items

mathematics mathematical sciences number theory applied mathematics combinatorial theory analytic number theory combinatorics mathematical analysis analytic combinatorics modular forms spectral theory geometric topology algebraic number theory mock modular forms algebraic geometry geometry of numbers algebraic combinatorics extremal combinatorics discrete geometry quantum modular forms finite fields algebraic analysis variational inequalities theta functions particle physics algebra theoretical physics mathematics education extremal set theory automorphic forms appell-lauricella hypergeometric functions physics discrete algorithms function spaces mathematical optimization computational number theory enumerative combinatorics symbolic method (combinatorics) poisson boundary topological combinatorics asymptotic formula modulus problem real algebraic geometry singular combinatorial series quaternionic multiplication hypergeometric functions crank moments cubic transformation formula gender studies women's health women's studies combinatorial optimization automated deduction quantitative science studies mathematical programming numerical algorithms quantum science theoretical analysis facies analysis applied algebra matrix theory matrix analysis combinatorial methods complex function theory riemann-hilbert problem resolvent kernel research design van hamme supercongruence conjectures gaussian hypergeometric functions legendre curves galois representation perspective gauss sum positive rank eisenstein series adic analogues

Notable Scholarly Works

Notable Federal Grants

Collaborators

Generalized Alder-Type Partition Inequalities. The Electronic Journal of Combinatorics (2023)

Liam ArmstrongBryan DucasseThomas MeyerHolly Swisher

combinatoricsanalytic combinatoricsalder-type partition inequalitiesextremal combinatoricsalgebraic combinatoricsenumerative combinatoricsapplied mathematicsextremal set theory

Hypergeometric Functions Over Finite Fields. Memoirs of the American Mathematical Society (2022)

Jenny FuselierLing LongRavi RamakrishnaHolly SwisherFang-Ting Tu

algebraic number theoryalgebraic geometryhypergeometric functionsalgebrafinite fieldsmathematicsgeometry of numbersgauss sumnumber theorygalois representation perspectiveapplied mathematicsmathematical sciences

Generalizations of Alder’s Conjecture via a Conjecture of Kang and Park. Research in Number Theory (2021)

Adriana L. DuncanSimran KhungerHolly SwisherRyan Tamura

number theoryanalytic number theorymathematics

Eta-Quotients of Prime or Semiprime Level and Elliptic Curves. Involve a Journal of Mathematics (2020)

Michael AllenNicholas AndersonAsimina HamakiotesBen OltsikHolly Swisher

applied mathematicselliptic curvesnumber theory

Extending a Catalog of Mock and Quantum Modular Forms to an Infinite Class. Research in Number Theory (2020)

Allison Arnold-RoksandichBrian DiazErin EllefsenHolly Swisher

infinite classquantum modular formsnumber theory

Inequalities for the Dth Residual Crank Moments of Overpartitions. International Journal of Number Theory (2020)

Ali Al-SaediThomas MorrillHolly Swisher

analytic number theoryapplied mathematicsnumber theory

Quantum Modular Forms and Singular Combinatorial Series With Repeated Roots of Unity. Acta Arithmetica (2020)

Amanda FolsomMin-Joo JangSam KimportHolly Swisher

singular combinatorial seriesrepeated rootsquantum modular formsmathematics

Appell–Lauricella Hypergeometric Functions Over Finite Fields, and a New Cubic Transformation Formula. MATRIX book series (2019)

Sharon FrechetteHolly SwisherFang-Ting Tu

graph theoryappell-lauricella hypergeometric functionsmatrix analysislinear algebramatrix theoryapplied mathematics

Quantum Modular Forms and Singular Combinatorial Series With Distinct Roots of Unity. Association for Women in Mathematics series (2019)

analytic combinatoricsdistinct rootsmock modular formsrepresentation theorymathematicsquantum modular formsnumber theorysingular combinatorial seriesmathematical sciencesmodular forms

A Cubic Transformation Formula for Appell–Lauricella Hypergeometric Functions Over Finite Fields. Research in Number Theory (2018)

Sharon FrechetteHolly SwisherFang-Ting Tu

analytic number theoryappell-lauricella hypergeometric functionscubic transformation formulanumber theorycomputational number theoryapplied mathematics

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Holly M. Swisher

Professor

Oregon State University

Affiliations

College of Science

Department of Mathematics

Holly M. Swisher is currently serving as a College Of Science Professor at Oregon State University.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Holly M. Swisher

Oregon State University

Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Generalized Alder-Type Partition Inequalities. The Electronic Journal of Combinatorics (2023)

Liam ArmstrongBryan DucasseThomas MeyerHolly Swisher

combinatoricsanalytic combinatoricsalder-type partition inequalitiesextremal combinatoricsalgebraic combinatoricsenumerative combinatoricsapplied mathematicsextremal set theory

Hypergeometric Functions Over Finite Fields. Memoirs of the American Mathematical Society (2022)

Jenny FuselierLing LongRavi RamakrishnaHolly SwisherFang-Ting Tu

Generalizations of Alder’s Conjecture via a Conjecture of Kang and Park. Research in Number Theory (2021)

Adriana L. DuncanSimran KhungerHolly SwisherRyan Tamura

number theoryanalytic number theorymathematics

Eta-Quotients of Prime or Semiprime Level and Elliptic Curves. Involve a Journal of Mathematics (2020)

Michael AllenNicholas AndersonAsimina HamakiotesBen OltsikHolly Swisher

applied mathematicselliptic curvesnumber theory

Extending a Catalog of Mock and Quantum Modular Forms to an Infinite Class. Research in Number Theory (2020)

Allison Arnold-RoksandichBrian DiazErin EllefsenHolly Swisher

infinite classquantum modular formsnumber theory

Inequalities for the Dth Residual Crank Moments of Overpartitions. International Journal of Number Theory (2020)

Ali Al-SaediThomas MorrillHolly Swisher

analytic number theoryapplied mathematicsnumber theory

Quantum Modular Forms and Singular Combinatorial Series With Repeated Roots of Unity. Acta Arithmetica (2020)

Amanda FolsomMin-Joo JangSam KimportHolly Swisher

singular combinatorial seriesrepeated rootsquantum modular formsmathematics

Appell–Lauricella Hypergeometric Functions Over Finite Fields, and a New Cubic Transformation Formula. MATRIX book series (2019)

Sharon FrechetteHolly SwisherFang-Ting Tu

graph theoryappell-lauricella hypergeometric functionsmatrix analysislinear algebramatrix theoryapplied mathematics

Quantum Modular Forms and Singular Combinatorial Series With Distinct Roots of Unity. Association for Women in Mathematics series (2019)

analytic combinatoricsdistinct rootsmock modular formsrepresentation theorymathematicsquantum modular formsnumber theorysingular combinatorial seriesmathematical sciencesmodular forms

A Cubic Transformation Formula for Appell–Lauricella Hypergeometric Functions Over Finite Fields. Research in Number Theory (2018)

Sharon FrechetteHolly SwisherFang-Ting Tu

analytic number theoryappell-lauricella hypergeometric functionscubic transformation formulanumber theorycomputational number theoryapplied mathematics

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mathematics education

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