Items where Subject is "Science > Mathematics"
Number of items at this level: 12.
Southern, R. and Zhang, J. J., 2011. Motion sensitive anchor identification of least–squares meshes from examples. IEEE Transactions on Visualization and Computer Graphics, 17 (6), pp. 850-856.
Clarke, R. T., Davy-Bowker, J., Dunbar, M., Laize, C., Scarlett, P.M. and Murphy, J.F., 2011. SNIFFER WFD119: Enhancement of the River Invertebrate Classification Tool (RICT). Project Report. Edinburgh: Scotland & Northern Ireland Forum for Environmental Research.
Southern, R., 2011. Compact elliptical basis functions for surface reconstruction. Technical Report. Poole, England: Bournemouth University. (Unpublished)
Southern, R., 2011. The force density method: A brief introduction. Technical Report. Poole, England: Bournemouth University. (Unpublished)
Fryazinov, O., Pasko, A. and Comninos, P., 2010. Fast reliable interrogation of procedurally defined implicit surfaces using extended revised affine arithmetic. Computers and Graphics, 34 (6), pp. 708-718.
Clarke, R. T., 2010. WISER Deliverable D6.1-3: WISERBUGS (WISER Bioassessment Uncertainty Guidance Software) tool for assessing confidence of WFD ecological status class User Manual and software: Release 1.1 (Sept 2010). Technical Report. European Union FP7 Project WISER on-line .
Mahmoudvand , R., Hassani, H., Farzaneh , A. and Howell, G., 2010. On the Number of Nonnegative Solutions to the Inequality a1 +....ar < n. IAENG International Journal of Applied Mathematics, 40 (1), pp. 1-5.
Davies, P., 2009. 3D cellular automata. In: Proceedings 5th Annual BPC Research Conference 5th July 2009. Bournemouth, England: Bournemouth and Poole College.
Yang, X., Southern, R. and Zhang, J. J., 2009. Fast Simulation of Skin Sliding. Technical Report. Poole, England: National Centre for Computer Animation Bournemouth Media School, Bournemouth University.
Chang, J., Yang, X. and Zhang, J. J., 2009. Hyper-twist. Digital Creativity, 20 (1 & 2), 47 - 58.
Mahmoudvand , R. and Hassani, H., 2009. Generalized bonus-malus systems with a frequency and a severity component on an individual basis in automobile insurance. ASTIN Bulletin, 39 (1), pp. 307-315.
Pasko, A., Okounev, O. and Savchenko, V. V., 2003. Minkowski sums of point sets defined by inequalities. Computers and Mathematics with Applications, 45 (10/11), pp. 1479-1487.