Osburn, Robert - Department of Mathematics, University College Dublin

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Osburn, Robert - Department of Mathematics, University College Dublin

A REMARK ON A CONJECTURE OF BORWEIN AND CHOI ROBERT OSBURN
VANISHING OF EIGENSPACES AND CYCLOTOMIC FIELDS ROBERT OSBURN
GAUSSIAN HYPERGEOMETRIC SERIES AND SUPERCONGRUENCES ROBERT OSBURN AND CARSTEN SCHNEIDER
Mathematics Department, U.C.D. Algebra Workbook
CONGRUENCES VIA MODULAR FORMS ROBERT OSBURN AND BRUNDABAN SAHU
REPRESENTATIONS OF INTEGERS BY CERTAIN POSITIVE DEFINITE BINARY QUADRATIC FORMS
DENSITIES OF 4-RANKS OF K2(O) ROBERT OSBURN
ON COMPUTATIONS OF SHANKS AND SCHMID DAVID BRINK, PIETER MOREE AND ROBERT OSBURN
QUADRATIC FORMS AND FOUR PARTITION FUNCTIONS MODULO 3 JEREMY LOVEJOY AND ROBERT OSBURN
ARITHMETIC PROPERTIES FOR APERY-LIKE NUMBERS DERMOT MCCARTHY, ROBERT OSBURN AND BRUNDABAN SAHU
QUADRATIC FORMS AND FOUR PARTITION FUNCTIONS MODULO 3 JEREMY LOVEJOY AND ROBERT OSBURN
Two-dimensional lattices with few distances by Pieter MOREE and Robert OSBURN
TAME KERNELS AND FURTHER 4-RANK DENSITIES ROBERT OSBURN AND BRIAN MURRAY
A NOTE ON 4-RANK DENSITIES ROBERT OSBURN
CONGRUENCES FOR TRACES OF SINGULAR MODULI ROBERT OSBURN
RANK DIFFERENCES FOR OVERPARTITIONS JEREMY LOVEJOY AND ROBERT OSBURN
A p-adic analogue of a formula of Ramanujan Dermot McCarthy and Robert Osburn
M2-RANK DIFFERENCES FOR PARTITIONS WITHOUT REPEATED ODD JEREMY LOVEJOY AND ROBERT OSBURN
M2-RANK DIFFERENCES FOR OVERPARTITIONS JEREMY LOVEJOY AND ROBERT OSBURN
SUPERCONGRUENCES SATISFIED BY COEFFICIENTS OF 2F1 HYPERGEOMETRIC SERIES
SUPERCONGRUENCES FOR APERY-LIKE NUMBERS ROBERT OSBURN AND BRUNDABAN SAHU
ON A CONJECTURE OF WILF STEFAN DE WANNEMACKER, THOMAS LAFFEY, AND ROBERT OSBURN
PRINCIPAL FORMS X2 + nY 2 REPRESENTING MANY INTEGERS DAVID BRINK, PIETER MOREE AND ROBERT OSBURN
A SUPERCONGRUENCE FOR GENERALIZED DOMB NUMBERS ROBERT OSBURN AND BRUNDABAN SAHU
THE BAILEY CHAIN AND MOCK THETA FUNCTIONS JEREMY LOVEJOY AND ROBERT OSBURN