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Volume 3 (2003)

• A1: On a Variation of the Coin Exchange Problem for Arithmetic Progressions
  • Amitabha Tripathi
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• A2: The Independence Number of a Subset of an Abelian Group
  • Béla Bajnok and Imre Ruzsa
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• A3: On the Order of Lacunary Sums of Binomial Coefficients
  • Tamás Lengyel
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• A4: Extending a Recent Result of Santos on Partitions into Odd Parts (see also this article's Corrigendum: A8, Volume 4)
  • James A. Sellers
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• A5: Higher Correlations of Divisor Sums Related to Primes I: Triple Correlations
  • D. A. Goldston and C. Y. Yildirim
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• A6: A WZ Proof of a "Curious" Identity
  • Shalosh B. Ekhad and Mohamud Mohammed
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• A7:The Relative Size of Consecutive Odd Denominators in Farey Series
  • Cristian Cobeli, Adrian Iordache, and Alexandru Zaharescu
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• A8: On Zero-Sum Sequences in Z/nZ + Z/nZ
  • Weidong Gao and Alfred Geroldinger
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• A9: Plane Partition Diamonds and Generalizations
  • Sylvie Corteel and Carla D. Savage
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• A10: On Elementary Lower Bounds for the Partition Function
  • Attila Maróti
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• A11: Fraenkel's Partition and Brown's Decomposition
  • Kevin O'Bryant
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• A12: An Upper Bound for the Representation Number of Graphs with Fixed Order
  • Darren A. Narayan
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• A13: Composite Covering Systems of Minimum Cardinality
  • Scott Jenkin and Jamie Simpson
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• A14: An Upper Bound for Odd Perfect Numbers
  • Pace P. Nielsen
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• A15: A Combinatorial Approach to Hyperharmonic Numbers
  • Arthur T. Benjamin, David Gaebler, and Robert Gaebler
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• A16: Sylvester: Ushering in the Modern Era of Research on Odd Perfect Numbers
  • Steven Gimbel and John H. Jaroma
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• A17: Multiple Set Addition in Z_p
  • Tomasz Schoen
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• A18: Rainbow 3-term Arithmetic Progressions
  • Veselin Jungic and Rados Radoicic
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• A19: Circular Binary Strings Without Zigzags
  • Emanuele Munarini and Norma Zagaglia Salvi
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• A20: Jensen Proof of a Curious Binomial Identity
  • Wenchang Chu and Leontina Veliana Di Claudio
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Games Articles

• G1: Regularity in the G-Sequences of Octal Games with a Pass
  • D. G. Horrocks and R. J. Nowakowski
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• G2: Geography Played on an N-cycle Times a 4-Cycle
  • M. S. Hogan and D. G. Horrocks
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• G3: Poset Game Periodicity
  • Steven Byrnes
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• G4: Breaking Symmetry on Complete Bipartite Graphs of Odd Size
  • Oleg Pikhurko
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