Warnaar, Ole - Department of Mathematics and Statistics, University of Melbourne

• Inversions of integral operators and elliptic beta integrals on root systems
• ON THE GENERALISED SELBERG INTEGRAL OF RICHARDS S. OLE WARNAAR
• Refined q-trinomial coefficients and character identities S. Ole Warnaar
• THE PRODUCT OF PARTIAL THETA FUNCTIONS GEORGE E. ANDREWS 1 AND S. OLE WARNAAR 2
• EXTENSIONS OF THE WELL-POISED AND ELLIPTIC WELL-POISED BAILEY LEMMA
• Solvable lattice models labelled by Dynkin diagrams S. Ole Warnaar and Bernard Nienhuis
• The MukhinVarchenko conjecture for type A S. Ole Warnaar
• LATTICE ISING MODEL IN A FIELD: E8 SCATTERING THEORY V. V. BAZHANOV, B. NIENHUIS AND S. O. WARNAAR
• CONJUGATE BAILEY PAIRS. FROM CONFIGURATION SUMS AND FRACTIONAL-LEVEL STRING FUNCTIONS TO
• PARTIAL THETA FUNCTIONS. I. BEYOND THE LOST S. OLE WARNAAR
• BULLETIN (New Series) OF THE AMERICAN MATHEMATICAL SOCIETY
• HALLLITTLEWOOD FUNCTIONS AND THE A2 ROGERSRAMANUJAN IDENTITIES
• q-SELBERG INTEGRALS AND MACDONALD POLYNOMIALS S. OLE WARNAAR
• q-HYPERGEOMETRIC PROOFS OF POLYNOMIAL ANALOGUES OF THE TRIPLE PRODUCT IDENTITY,
• On the q-analogue of the sum of cubes S. Ole Warnaar
• Partial-sum analogues of the RogersRamanujan identities
• THE GENERALIZED BORWEIN CONJECTURE. I. THE BURGE S. OLE WARNAAR
• 50 YEARS OF BAILEY'S LEMMA S. OLE WARNAAR
• A GENERALIZATION OF THE q-SAALSCH UTZ SUM AND THE BURGE TRANSFORM
• AN A2 BAILEY LEMMA AND ROGERSRAMANUJAN-TYPE GEORGE E. ANDREWS, ANNE SCHILLING, AND S. OLE WARNAAR
• A NOTE ON THE TRINOMIAL ANALOGUE OF BAILEY'S LEMMA S. OLE WARNAAR
• THE ANDREWS-GORDON IDENTITIES AND q-MULTINOMIAL COEFFICIENTS
• ROGERSSZEGO POLYNOMIALS AND HALLLITTLEWOOD SYMMETRIC FUNCTIONS
• SUPERNOMIAL COEFFICIENTS, BAILEY'S LEMMA AND ROGERSRAMANUJAN-TYPE IDENTITIES.
• PROOF OF THE FLOHRGRABOWKOEHN CONJECTURES FOR CHARACTERS OF LOGARITHMIC CONFORMAL FIELD
• THE BAILEY LEMMA AND KOSTKA POLYNOMIALS S. OLE WARNAAR
• SUMMATION FORMULAE FOR ELLIPTIC HYPERGEOMETRIC S. OLE WARNAAR
• S. OLE WARNAAR In a recent issue of the Gazette [2], Michael Hirschhorn demonstrated how many
• POSITIVITY PRESERVING TRANSFORMATIONS FOR q-BINOMIAL COEFFICIENTS
• Inhomogeneous lattice paths, generalized Kostka polynomials and An-1 supernomials
• A Higher-Level Bailey Lemma: Proof and Application
• A SELBERG INTEGRAL FOR THE LIE ALGEBRA An S. OLE WARNAAR
• THE BAILEY TRANSFORM AND FALSE THETA FUNCTIONS GEORGE E. ANDREWS 1 AND S. OLE WARNAAR 2
• A HIGHER-LEVEL BAILEY LEMMA ANNE SCHILLING
• SUMMATION AND TRANSFORMATION FORMULAS FOR ELLIPTIC HYPERGEOMETRIC SERIES
• Bisymmetric functions, Macdonald polynomials and sl3 basic hypergeometric series
• A GENERALIZATION OF THE FARKAS AND KRA PARTITION THEOREM FOR MODULUS 7