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DISTRIBUTION OF THE PARTITION FUNCTION MODULO m Ken Ono Annals of Mathematics, 151, 2000, pagesIntroduction and Statement of Results

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q-SERIES IDENTITIES AND VALUES OF CERTAIN L-FUNCTIONS ´nez-Urroz and Ken Ono George E. Andrews, Jorge Jime Appearing in the Duke Mathematical Journal.

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EXTENSION OF RAMANUJAN’S CONGRUENCES FOR THE PARTITION FUNCTION MODULO POWERS OF 5 Jeremy Lovejoy and Ken Ono Appearing in Crelle’s Journal

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RAMANUJAN’S UNPUBLISHED MANUSCRIPT ON THE PARTITION AND TAU FUNCTIONS WITH PROOFS AND COMMENTARY Bruce C. Berndt and Ken Ono Dedicated to our good friend George Andrews on his 60th birthday

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ROOK THEORY AND t−CORES Jim Haglund, Ken Ono, and Lawrence Sze Abstract. If t is a positive integer, then a partition of a non-negative integer n is a t−core if none of the hook numbers of the associated Ferrers-You

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