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Results 1-10 of 36 (Search time: 0.005 seconds).
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PreviewIssue DateTitleAuthor(s)
2010Putting the art before the forcePincombe, A.; Pincombe, B.; Pearce, C.; Engineering Mathematics and Applications Conference (2009 : Adelaide, South Australia)
2009Binary versus real coding for genetic algorithms: A false dichotomy?Gaffney, J.; Green, D.; Pearce, C.; Engineering Mathematics and Applications Conference (9th : 2009 : Adelaide, South Australia)
2005Impulsive control of a sequence of rumour processesPearce, C.; Kaya, C.; Belen, S.; Jeyakumar, V.; Rubinov, A.
2007On the Lin-Wong divergence measure of entropyPearce, C.; Pecaric, J.; Cho, Y.; Kim, J.; Dragomir, S.; International Conference on Nonlinear Functional Analysis and Applications (8th : 2007 : Seoul, South Korea)
2007A qualitative Hamiltonian model for human motionPearce, C.; Ivancevic, V.; Cho, Y.; Kim, J.; Ha, K.; International Conference on Nonlinear Functional Analysis and Applications (8th : 2007 : Seoul, South Korea)
2007Strengthened forms of an integral inequality arising in connection with the large sievePearce, C.; Pecaric, J.; Cho, Y.; Kim, J.; Dragomir, S.; International Conference on Nonlinear Functional Analysis and Applications (8th : 2007 : Seoul, South Korea)
2005A comparison of two approaches to second-order subdifferentiability concepts with application to optimality conditionsEberhard, A.; Pearce, C.; Qi, L.; Teo, K.; Yang, X.
2009Some inequalities relating to upper and lower bounds for the Riemann-Stieltjes integralPearce, C.; Dragomir, S.
2010A simple battle model with explanatory powerPincombe, A.; Pincombe, B.; Pearce, C.; EMAC (2009 : Adelaide, Australia)
2007The multivariate Faa di Bruno formula and multivariate Taylor expansions with explicit integral remainder termLeipnik, R.; Pearce, C.

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