Parts and Subword Patterns in Compositions, Brian Hopkins, Mark Shattuck, Andrew V. Sills, Thotsaporn Thanatipanonda, Hua Wang
Hua Wang

Patterns and Parts in Compositions: Enumeration and Bijection, Hua Wang, Brian Hopkins, Mark Shattuck, Andrew V. Sills, Thotsaporn Thanatipanonda
Hua Wang

Parts and Subword Patterns in Compositions, Brian Hopkins, Mark Shattuck, Andrew V. Sills, Thotsaporn Thanatipanonda, Hua Wang
Andrew V. Sills

Identities of the Rogers-Ramanujan-Slater Type, Andrew V. Sills
Andrew V. Sills

An Invitation to the Rogers–Ramanujan Identities, Andrew V. Sills
Andrew V. Sills

All I Really Need To Know, I Learned From Dr. Z, Andrew V. Sills
Andrew V. Sills

A Generalization of the Euler-Glaisher Partition Bijection, Andrew V. Sills, James Sellers, Gary Mullen
Andrew V. Sills

Finding Polynomial Generalizations of q-Series Identities, Andrew V. Sills
Andrew V. Sills

Euler-Type Partition Recurrences, Andrew V. Sills
Andrew V. Sills

A Partition Bijection Relating the Rogers-Selberg Identities to a Special Case of Gordon’s Theorem, Andrew V. Sills
Andrew V. Sills

Disturbing the Dyson Conjecture (in a GOOD Way), Andrew V. Sills
Andrew V. Sills

A Revival of Sylvester’s Wave Theory of Partitions, Andrew V. Sills
Andrew V. Sills

On Dyson’s q-Series Identities, Andrew V. Sills
Andrew V. Sills

Identities of the Ramanujun-Slater Type, Andrew V. Sills
Andrew V. Sills

Identities of the Ramanujan-Slater Type, Andrew V. Sills
Andrew V. Sills

Polynomial Generalizations of q-Series Identities, Andrew V. Sills
Andrew V. Sills

On the Rogers-Selberg Identities and Gordon’s Theorem, Andrew V. Sills
Andrew V. Sills

Rogers–Ramanujan Type Partition Identities, Andrew V. Sills
Andrew V. Sills

An Invitation to the Rogers–Ramanujan Identities, Andrew V. Sills
Department of Mathematical Sciences Faculty Bookshelf

Parts and Subword Patterns in Compositions, Brian Hopkins, Mark Shattuck, Andrew V. Sills, Thotsaporn Thanatipanonda, Hua Wang
Department of Mathematical Sciences Faculty Publications

Rogers–Ramanujan Type Partition Identities, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

Patterns and Parts in Compositions: Enumeration and Bijection, Hua Wang, Brian Hopkins, Mark Shattuck, Andrew V. Sills, Thotsaporn Thanatipanonda
Department of Mathematical Sciences Faculty Presentations

Euler-Type Partition Recurrences, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

A Formula for the Partition Function That "Counts", Yuriy Choliy, Andrew V. Sills
Andrew V. Sills

A Formula for the Partition Function That "Counts", Yuriy Choliy, Andrew V. Sills
Department of Mathematical Sciences Faculty Publications

A Classical Q-Hypergeometric Approach to the A2^(2) Standard Modules, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

A Classical Q-Hypergeometric Approach to the A2^(2) Standard Modules, Andrew V. Sills
Andrew V. Sills

Generalizations of the Euler–Glaisher Bijection, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

Generalizations of the Euler–Glaisher Bijection, Andrew V. Sills
Andrew V. Sills

Parts and Subword Patterns in Compositions, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

Parts and Subword Patterns in Compositions, Andrew V. Sills
Andrew V. Sills

Rogers–Ramanujan Type Identities, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

Rogers–Ramanujan Type Identities, Andrew V. Sills
Andrew V. Sills

MacMahon’s Partial Fractions, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

MacMahon’s Partial Fractions, Andrew V. Sills
Andrew V. Sills

The Minimal Number of Subtrees of a Tree, Andrew V. Sills, Hua Wang
Department of Mathematical Sciences Faculty Publications

A Formula for the Partition Function that "Counts", Andrew V. Sills, Yuriy Choliy
Department of Mathematical Sciences Faculty Presentations

A Formula for the Partition Function that "Counts", Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

The Minimal Number of Subtrees of a Tree, Andrew V. Sills, Hua Wang
Andrew V. Sills

The Minimal Number of Subtrees of a Tree, Andrew V. Sills, Hua Wang
Hua Wang

A Formula for the Partition Function that "Counts", Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

A Formula for the Partition Function that "Counts", Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

Rademacher's Infinite Partial Fractions Conjecture Is (Almost Certainly) False, Andrew V. Sills, Doron Zeilberger
Department of Mathematical Sciences Faculty Presentations

Rademacher’s Infinite Partial Fractions Conjecture Is (Almost Certainly) False, Andrew V. Sills, Doron Zeilberger
Department of Mathematical Sciences Faculty Presentations

A Generalization of the Euler-Glaisher Bijection, Andrew V. Sills, James Sellers, Gary Mullen
Department of Mathematical Sciences Faculty Presentations

Rademacher’s Infinite Partial Fractions Conjecture Is (Almost Certainly) False, Andrew V. Sills, Doron Zeilberger
Department of Mathematical Sciences Faculty Presentations

Maximizing the Wiener Index, Andrew V. Sills, Hua Wang
Department of Mathematical Sciences Faculty Presentations

Rademacher’s Infinite Partial Fractions Conjecture, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

A Revival of Sylvester's Wave Theory of Partitions, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

A Revival of Sylvester’s Wave Theory of Partitions, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

Maximizing the Wiener Index, Andrew V. Sills, Hua Wang
Department of Mathematical Sciences Faculty Presentations

Maximizing the Wiener Index, Andrew V. Sills, Hua Wang
Department of Mathematical Sciences Faculty Presentations

All I Really Need To Know, I Learned From Dr. Z, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

Identities of the Ramanujun-Slater Type, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

Instances of Gordon's Partition Theorem Have Been Hiding in Slater's List!, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

A New Look at the Partition Identities of Göllnitz, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

On the Rogers-Selberg Identities and Gordon’s Theorem, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

A New Look at the Partition Identities of Göllnitz, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

Computer Algebra and Rademacher-Type Partition Formulas, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

A Generalization of the Euler-Glaisher Partition Bijection, Andrew V. Sills, James Sellers, Gary Mullen
Department of Mathematical Sciences Faculty Presentations

Computer Algebra and Rademacher-Type Partition Formulas, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

A Generalization of the Euler-Glaisher Partition Bijection, Andrew V. Sills, James Sellers, Gary Mullen
Department of Mathematical Sciences Faculty Presentations

A Partition Bijection Relating the Rogers-Selberg Identities to a Special Case of Gordon’s Theorem, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

Polynomial Generalizations of q-Series Identities, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

Identities of the Ramanujan-Slater Type, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

Finding Polynomial Generalizations of q-Series Identities, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

Identities of the Rogers-Ramanujan-Slater Type, Andrew V. Sills
Department of Mathematical Sciences Faculty Publications

On Dyson’s q-Series Identities, Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

Disturbing the Dyson Conjecture (in a GOOD Way), Andrew V. Sills
Department of Mathematical Sciences Faculty Presentations

Integer Partitions and Identities of Rogers-Ramanujan Type, Andrew V. Sills
Andrew V. Sills

Disturbing the Dyson Conjecture, in a Generally GOOD Way, Andrew V. Sills
Andrew V. Sills

A Partition Bijection Related to the Rogers-Selberg Identities, Andrew V. Sills
Andrew V. Sills

Rogers-Ramanujan-Slater Type Identities, Andrew V. Sills
Andrew V. Sills

On Identities of the Rogers-Ramanujan Type, Andrew V. Sills
Andrew V. Sills

Integer Partitions and Identities of Rogers-Ramanujan Type, Andrew V. Sills
Andrew V. Sills

Integer Partitions and Identities of the Rogers-Ramanujan Type, Andrew V. Sills
Andrew V. Sills

Disturbing the Dyson Conjecture (in a GOOD Way), Andrew V. Sills, Doron Zeilberger
Andrew V. Sills

Polynomial Generalizations of Rogers-Ramanujan Type Identities, Andrew V. Sills
Andrew V. Sills

Rogers-Ramanujan-Slater Type Identities, Andrew V. Sills
Andrew V. Sills

Multiparameter Bailey Pairs and Rogers-Ramanujan-Slater Identities, Andrew V. Sills
Andrew V. Sills

Disturbing the Dyson Conjecture (in a Generally GOOD Way), Andrew V. Sills
Andrew V. Sills

Identities of the Rogers-Ramanujan-Bailey Type, Andrew V. Sills
Andrew V. Sills

Rogers-Ramanujan Type Identities and Partitions, Andrew V. Sills
Andrew V. Sills

Disturbing the Dyson Conjecture (in a GOOD Way), Andrew V. Sills, Doron Zeilberger
Andrew V. Sills

Partitions of Integers, Andrew V. Sills
Andrew V. Sills

Rogers-Ramanujan-Bailey Identities, Andrew V. Sills
Andrew V. Sills

Rogers-Ramanujan-Bailey Type Identities, Andrew V. Sills
Andrew V. Sills

On Series Expansions of Capparelli’s Infinite Product, Andrew V. Sills
Andrew V. Sills

RRtools—A Maple Package for Aiding the Discovery and Proof of Finite Rogers-Ramanujan Type Identities, Andrew V. Sills
Andrew V. Sills

A Rogers-Ramanujan Computer Search, Andrew V. Sills
Andrew V. Sills

A Combinatorial Proof of a Partition Identity of Andrews and Stanley, Andrew V. Sills
Andrew V. Sills

Bijections and Congruences for Generalizations of Partition Identities of Euler and Guy, Andrew V. Sills, James A. Sellers, Gary Mullen
Andrew V. Sills

q-Difference Equations and Identities of the Rogers-Ramanujan-Bailey Type, Andrew V. Sills
Andrew V. Sills

Computer Algebra and Rogers-Ramanujan, Andrew V. Sills
Andrew V. Sills

A Combinatorial Proof of a Partition Identity of Andrews and Stanley, Andrew V. Sills
Andrew V. Sills

A Combinatorial Proof of a Partition Identity of Andrews and Stanley, Andrew V. Sills
Andrew V. Sills

Finite Rogers-Ramanujan Type Identities, Andrew V. Sills
Andrew V. Sills

Computer Algebra and Rogers-Ramanujan Type Identities, Andrew V. Sills
Andrew V. Sills

q-Pell Sequences and Two Identities of V. A. Lebesgue, Andrew V. Sills, José P. O. Santos
Andrew V. Sills

An Algorithmic Approach to Rogers-Ramanujan Type Identities, Andrew V. Sills
Andrew V. Sills

Bijective Proofs for Some Equivalent Partition Ideals, Andrew V. Sills
Andrew V. Sills

The RRtools Maple Package, Andrew V. Sills
Andrew V. Sills

Bijections for Certain Equivalent Partition Ideals of Order 1, Andrew V. Sills
Andrew V. Sills

Rogers-Ramanujan Toolkit for Maple, Andrew V. Sills
Andrew V. Sills

The Colorful Combinatorics of Lebesgue’s Identity, Andrew V. Sills
Andrew V. Sills

Maple and Mathematica for Research in q-Series, Andrew V. Sills
Andrew V. Sills

Computer Proofs and The WZ Method, Andrew V. Sills
Andrew V. Sills

Computer Explorations of Rogers-Ramanujan Type Identities, Part 2, Andrew V. Sills
Andrew V. Sills

Computer Explorations of Rogers-Ramanujan Type Identities, Part 1, Andrew V. Sills
Andrew V. Sills