Yee, Ae Ja - Department of Mathematics, Pennsylvania State University

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Yee, Ae Ja - Department of Mathematics, Pennsylvania State University

A combinatorial proof of Andrews' partition functions related to Schur's partition theorem 1
MATH 311W (Spring 2011) Concepts of Discrete Mathematics
MATH 465 (Spring 2011) Number Theory
On the Refined Lecture Hall Theorem Ae Ja Yee (December 4, 2001)
FORMULAS OF RAMANUJAN FOR THE POWER SERIES COEFFICIENTS OF CERTAIN QUOTIENTS OF EISENSTEIN
COMBINATORIAL PROOFS OF IDENTITIES IN RAMANUJAN'S LOST NOTEBOOK ASSOCIATED WITH THE ROGERSFINE
COMBINATORIAL PROOFS OF RAMANUJAN'S 11 SUMMATION AND THE q-GAUSS SUMMATION
NEW THEOREMS ON THE PARITY OF PARTITION FUNCTIONS BRUCE C. BERNDT1
qGAUSS SUMMATION VIA RAMANUJAN AND COMBINATORICS BRUCE C. BERNDT1 and AE JA YEE
PARTITIONS WITH DIFFERENCE CONDITIONS AND ALDER'S Abstract. In 1956, Alder conjectured that the number of partitions of n into parts differing by at
January 19, 2004 A New Shuffle Convolution
A RECIPROCITY THEOREM FOR CERTAIN q-SERIES FOUND IN RAMANUJAN'S LOST NOTEBOOK
COMBINATORIAL PROOFS OF IDENTITIES IN BASIC HYPERGEOMETRIC SERIES
ALDER'S CONJECTURE Abstract. In 1956, Alder conjectured that the number of partitions of n into parts differing by at
Euler's partition theorem and the combinatorics of -sequences Carla D. Savage
MacMahon's Partition Identity and the Coin Exchange Problem Abstract. One of MacMahon's partition theorems says that the number of partitions of n into parts
OVERPARTITIONS AND GENERATING FUNCTIONS FOR GENERALIZED FROBENIUS PARTITIONS
RAMANUJAN'S PARTIAL THETA SERIES AND PARITY IN PARTITIONS Dedicated to George Andrews for his 70th birthday
A PAGE ON EISENSTEIN SERIES IN RAMANUJAN'S LOST NOTEBOOK
RAMANUJAN'S FORTY IDENTITIES FOR THE ROGERSRAMANUJAN FUNCTIONS
COMBINATORIAL PROOFS OF GENERATING FUNCTION IDENTITIES FOR F-PARTITIONS
ON PARTITION FUNCTIONS OF ANDREWS AND STANLEY Abstract. G. E. Andrews has established a refinement of the generating function for partitions
OVERPARTITIONS AND GENERATING FUNCTIONS FOR GENERALIZED FROBENIUS PARTITIONS
RAMANUJAN'S CONTRIBUTIONS TO EISENSTEIN SERIES, ESPECIALLY IN HIS LOST NOTEBOOK
ON RAMANUJAN'S CONTINUED FRACTION FOR (q2 GEORGE E. ANDREWS1, BRUCE C. BERNDT2, JAEBUM SOHN,
BIJECTIVE PROOFS OF A THEOREM OF FINE AND RELATED PARTITION IDENTITIES
CONGRUENCES FOR THE COEFFICIENTS OF QUOTIENTS OF EISENSTEIN SERIES1
INTEGRALS OF EISENSTEIN SERIES AND DERIVATIVES OF L-FUNCTIONS
On Combinatorics of Lecture Hall Partitions Ae Ja Yee1
CONTINUED FRACTIONS WITH THREE LIMIT POINTS GEORGE E. ANDREWS1
ON THE GENERALIZED ROGERSRAMANUJAN CONTINUED BRUCE C. BERNDT1
THEOREMS ON PARTITIONS FROM A PAGE IN RAMANUJAN'S LOST NOTEBOOK