Ari Sarafopoulos
- 01202 965639
- asarafop at bournemouth dot ac dot uk
- Senior Lecturer Computer Animation
- Weymouth House W107, Talbot Campus, Fern Barrow, Poole, BH12 5BB
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Journal Articles
- Lyu, Y., Zhang, J., Sarafopoulos, A., Chang, J., Guo, S. and Zhang, J., 2020. Integral-based Material Point Method and Peridynamics Model For Animating Elastoplastic Material. LNCS:Transactions on Computational Science.
Chapters
- Lyu, Y., Zhang, J., Sarafopoulos, A., Chang, J., Guo, S. and Zhang, J.J., 2020. Integral-Based Material Point Method and Peridynamics Model for Animating Elastoplastic Material. Lecture Notes in Computer Science (including subseries Lecture Notes in Artificial Intelligence and Lecture Notes in Bioinformatics). 91-108.
- Sarafopoulos, A. and Buxton, B., 2007. Empirical Comparison of Evolutionary Representations of the Inverse Problem for Iterated Function Systems. In: Ebner, M., O'Neill, M., Vanneschi, L., Ekart, A. and Esparcia Alcázar, I., eds. Genetic Programming. Berlin, Heidelberg: Springer-Verlag, 68-77.
- Sarafopoulos, A. and Buxton, B., 2006. Resolution of the Inverse Problem for Iterated Function Systems using Evolutionary Algorithms. In: Yen, G.G., Lucas, S.M., Fogel, G., Kendall, G., Salomon, R., Zhang, B.-T., Coello, C.A. and Runarsson, T.P., eds. Proceedings of the 2006 IEEE Congress on Evolutionary Computation, Vancouver, 16-21 July. New York: IEEE Press, 1071-1078.
- Sarafopoulos, A. and Buxton, B., 2002. Evolutionary Algorithms in Modelling and Animation. In: Vince, J., ed. Handbook of Computer Animation. London: Springer-Verlag, 29-61.
- Sarafopoulos, A., 2001. Evolution of Affine Transformations and Iterated Function Systems using Hierarchical Evolution Strategy. Genetic Programming: 4th European Conference, EuroGP 2001 Lake Como, Italy, April 18-20, 2001, Proceedings. Berlin: Springer.
- Griffiths, D. and Sarafopoulos, A., 2000. Evolving Behavioural Animation Systems. In: Fonlupt, C., Hao, J.-K., Lutton, E., Ronald, E.M.A. and Schoenauer, M., eds. Selected Papers from the 4th European Conference on Artificial Evolution, November 03 - 05, 1999. Berlin: Springer-Verlag, 217-227.
- Sarafopoulos, A., 1999. Automatic generation of affine IFS and strongly typed genetic programming. Proceedings of the Genetic Programming: Second European Workshop, EuroGP'99, Göteborg, Sweden, May 1999.. Berlin: Springer-Verlag, 651.
Conferences
- Sarafopoulos, A., 2016. Is the Inverse Problem for Iterated Function Systems Undecidable? In: CiE 2016, Comparability in Europe 2016 26 June-1 July 2016 Paris. Abstracts of invited talks and informal presentations.
- Sarafopoulos, A., 2012. Shape a Language for IFS. In: Beckmann, A., Cardelli, L., Cooper, S.B., Copestake, A., Holm, B., Hyland, M., Löwe, B., Pauly, A., Pitts, A. and Dawar, A., eds. TURING CENTENARY CONFERENCE CiE 2012 - How the World Computes 18-23 June 2012 University of Cambridge. Abstracts of Informal Presentations, 121 Cambridge: CiE.
- Sarafopoulos, A. and Buxton, B., 2006. Evolving Visual Representations. In: International Conference on Computer Graphics and Interactive Techniques, ACM SIGGRAPH 2006 Research posters: Research posters: art and design tools 30 July-3 August 2006 Boston, Massachusetts.
- Sarafopoulos, A. and Buxton, B.F., 2006. Resolution of the Inverse Problem for Iterated Function Systems using Evolutionary Algorithms. IEEE Congress on Evolutionary Computation, 1071-1078 IEEE.
- Hook, D. and Sarafopoulos, A., 2005. East end zombies. SIGGRAPH Electronic Art and Animation Catalog, 217 ACM.
- Halford, D., Meisels, S., Newbery, G. and Sarafopoulos, A., 2005. Twisted city. SIGGRAPH Electronic Art and Animation Catalog, 301 ACM.
- Sarafopoulos, A., 1995. Textures, Animation sequence. In: Sixth International Symposium on Electronic Art (ISEA95 ) 17-24 September 1995 University of Montreal, Canada.
Posters
- Fonseca, J.A.S., Kravtsov, D., Sarafopoulos, A. and Zhang, J.J., 2016. Enhancement of 3D character animations through the use of automatically generated guidelines inspired by traditional art concepts.
Memberships
- CiE, Memeber (2012-), http://www.computability.org.uk/