Faculty

Institution

Unit

Venue

Naiomi Cameron

Spelman College

Affiliations

Division of Natural Science and Mathematics

NoneNaiomi Cameron is currently serving as a Division Of Natural Science And Mathematics faculty at Spelman College.

Honors

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Experiences

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Education

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Naiomi Cameron

Spelman College

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mathematics combinatorics discrete mathematics combinatorial theory enumerative combinatorics applied mathematics algebra algebraic combinatorics statistics group theory representation theory function spaces spectral theory discrete algorithms mathematical sciences matrix theory symbolic method (combinatorics) bijective combinatorics fibonacci tableaux number theory linear algebra mathematical analysis geometric topology combinatorial optimization statistical software group representation combinatorial design theory combinatorial designs analytic combinatorics combinatorial methods matrix analysis graphical analysis geometric graph theory combinatorial pattern matching modern algebra riordan group fibonacci determinants peakless motzkin paths riordan matrices lattice path enumeration domino fibonacci tableaux linear chord diagrams hook formula inversion polynomials math xmlns

Notable Scholarly Works

Notable Federal Grants

Collaborators

Pfaffians Are Pfine. Mathematics Magazine (2024)

mathematical sciencesmodern algebraalgebra

Riordan Matrices and Lattice Path Enumeration. Notices of the American Mathematical Society (2023)

Naiomi CameronAsamoah Nkwanta

riordan matricesmatrix theoryapplied mathematicsmathematicslattice path enumerationmathematical analysismatrix analysis

Peakless Motzkin Paths With Marked Level Steps at Fixed Height. Discrete Mathematics (2020)

peakless motzkin pathsapplied mathematicsmathematics

Statistics on Linear Chord Diagrams. Discrete Mathematics & Theoretical Computer Science (2020)

graphical analysiscombinatoricsdiscrete mathematicslinear chord diagramsgeometric graph theorymathematicsapplied statisticsstatistical softwarestatistics

Inversion Generating Functions for Signed Pattern Avoiding Permutations. The Electronic Journal of Combinatorics (2017)

applied mathematicssymmetrycombinatoricsdiscrete mathematicsbijective combinatoricscombinatorial theorysymbolic method (combinatorics)enumerative combinatoricsmathematicsdiscrete algorithmsspectral theorymathematical sciences

Inversion Polynomials for Permutations Avoiding Consecutive Patterns. Advances in Applied Mathematics (2015)

combinatoricsinversion polynomialsdiscrete mathematicsbijective combinatoricscombinatorial theorycombinatorial pattern matchingenumerative combinatoricsmathematicsdiscrete algorithmscomputational mathematics

Symmetry and Log-Concavity Results for Statistics on Fibonacci Tableaux. Annals of Combinatorics (2013)

Naiomi CameronKendra Killpatrick

fibonacci tableauxcombinatoricsalgebraic combinatoricsstatistics

K -Ribbon Fibonacci Tableaux. Discrete Mathematics (2008)

pure mathematicsmath xmlnscombinatorial theoryenumerative combinatoricsmathematics

$K$-Ribbon Fibonacci Tableaux. ArXiv.org (2007)

mathematicsalgebraic combinatoricscombinatoricsdiscrete mathematicsfibonacci tableauxcombinatorial theoryenumerative combinatoricsalgebra

Fibonacci Determinants - a Combinatorial Approach. The Fibonacci quarterly (2007)

Arthur T. BenjaminNaiomi T. CameronJennifer J. Quinn

combinatorial design theoryapplied mathematicsalgebraic combinatoricscombinatorial designscombinatoricscombinatorial optimizationdiscrete mathematicsgroup theoryfibonacci determinantscombinatorial theorynumber theorymathematicsrepresentation theoryanalytic combinatoricsspectral theorycombinatorial methods

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Naiomi Cameron

Spelman College

Affiliations

Division of Natural Science and Mathematics

NoneNaiomi Cameron is currently serving as a Division Of Natural Science And Mathematics faculty at Spelman College.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Naiomi Cameron

Spelman College

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Pfaffians Are Pfine. Mathematics Magazine (2024)

mathematical sciencesmodern algebraalgebra

Riordan Matrices and Lattice Path Enumeration. Notices of the American Mathematical Society (2023)

Naiomi CameronAsamoah Nkwanta

riordan matricesmatrix theoryapplied mathematicsmathematicslattice path enumerationmathematical analysismatrix analysis

Peakless Motzkin Paths With Marked Level Steps at Fixed Height. Discrete Mathematics (2020)

peakless motzkin pathsapplied mathematicsmathematics

Statistics on Linear Chord Diagrams. Discrete Mathematics & Theoretical Computer Science (2020)

graphical analysiscombinatoricsdiscrete mathematicslinear chord diagramsgeometric graph theorymathematicsapplied statisticsstatistical softwarestatistics

Inversion Generating Functions for Signed Pattern Avoiding Permutations. The Electronic Journal of Combinatorics (2017)

Inversion Polynomials for Permutations Avoiding Consecutive Patterns. Advances in Applied Mathematics (2015)

Symmetry and Log-Concavity Results for Statistics on Fibonacci Tableaux. Annals of Combinatorics (2013)

Naiomi CameronKendra Killpatrick

fibonacci tableauxcombinatoricsalgebraic combinatoricsstatistics

K -Ribbon Fibonacci Tableaux. Discrete Mathematics (2008)

pure mathematicsmath xmlnscombinatorial theoryenumerative combinatoricsmathematics

$K$-Ribbon Fibonacci Tableaux. ArXiv.org (2007)

mathematicsalgebraic combinatoricscombinatoricsdiscrete mathematicsfibonacci tableauxcombinatorial theoryenumerative combinatoricsalgebra

Fibonacci Determinants - a Combinatorial Approach. The Fibonacci quarterly (2007)

Arthur T. BenjaminNaiomi T. CameronJennifer J. Quinn

1
2
10 / page