Snevily's conjecture for cyclic groups
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Revision as of 23:22, 1 December 2008 by Vipul (talk | contribs) (New page: ==Statement== Let <math>G</math> be an fact about::odd-order cyclic group and <math>A,B</math> be subsets of <math>G</math> of equal size. There exists a bijection <math>\varphi:A \to...)
Statement
Let be an Odd-order cyclic group (?) and be subsets of of equal size. There exists a bijection such that all the sums , are distinct.
References
Journal references
- Additive Latin transversals by Noga Alon, , Volume 117, Page 125 - 130(Year 2000): ^{PDF copy (Springerlink)}^{More info}
- Tranversals of additive Latin squares by Samit Dasgupta, Gyula Károlyi and Oriol Serra, , Volume 126, Page 17 - 28(Year 2001): ^{PDF copy (Springerlink)}^{More info}