UQ reSEARCHers All of UQ

» Centre for Discrete Mathematics and Computing    » Contacts    » Profile    » Organisation    » Unit Memberships    » Projects    » Publications    » Supervised Students    » Projects Available    » Print Profile UQ reSEARCHers    » Search    » Browse    » Subscription    » Home    » About Other Resources   »  UQ Experts Latest News   »  Depression linked to almost doubled stroke risk in middle-aged women May 17 2013   »  UQ scientist wins top prize for battling disease May 16 2013   »  CUPID to improve sexual health services May 13 2013   »  More Research News

Centre for Discrete Mathematics and Computing        Publication 2007   Bryant, D. E. and Buchanan, M. J. (2007) Embedding partial totally symmetric quasigroups. Journal of Combinatorial Theory, Series A, 114 6: 1046-1088. This paper concerns the embedding problem for partial totally symmetric quasigroups. For all it >= 9, it is shown that any partial totally symmetric quasigroup of order n can be embedded in a totally symmetric quasigroup of order v if v is even and u >= 2n + 4, and this is the best possible such inequality. (c) 2006 Elsevier Inc. All rights reserved.  Professor Darryn Bryant eSpace Record:   http://espace.library.uq.edu.au/view/UQ:134092     Links:   Article DOI Keywords:   Mathematics   << Back to Publication List

privacy | feedback

© 2006 The University of Queensland, Brisbane, Australia ABN 63 942 912 684 CRICOS Provider No: 00025B Authorised by: Deputy Vice Chancellor (Research) Maintained by: rps@uq.edu.au