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- W1967755961 abstract "A Z-cyclic whist tournmant on v players having the property that the collection of initial round partner pairs form the patterned starter in zn is known as a Z-cyclic patterned starter whist tournament on v players, ZCPS-Wh(v). It is the case that a ZCPS-Wh(4) has been known for over 100 years. In this study we present for the first time examples of ZCPS-Wh(4n), n > 1. Also presented is complete information regarding ZCPS-Wh(v) for all v = 0, 1(mod4), v ⩽ 48. A connection between ZCPS-Wh(4n+1) and (4n+1, 4, 1)-resolvable perfect Mendelsohn designs is established. A Z-cyclic Wh(l48), a new result, is presented and used to establish several new infinite classes of Z-cyclic whist tournaments." @default.
- W1967755961 created "2016-06-24" @default.
- W1967755961 creator A5035921604 @default.
- W1967755961 creator A5074291438 @default.
- W1967755961 date "1998-07-01" @default.
- W1967755961 modified "2023-09-26" @default.
- W1967755961 title "More ZCPS-Wh(v) and several new infinite classes of Z-cyclic whist tournaments" @default.
- W1967755961 cites W1996792791 @default.
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- W1967755961 doi "https://doi.org/10.1016/s0166-218x(98)00034-1" @default.
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