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Publications

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1. Survival probability for the stadium billiard, C. P. Dettmann and O. Georgiou, Physica D 238, 2395-2403 (2009). arXiv pdf.

2. Product of n independent uniform random variables, C. P. Dettmann and O. Georgiou, Stat. Prob. Lett., 79, 2501-2503 (2009). pdf. [C code which calculates the CDF]

3. Transmission and Reflection in the Stadium Billiard: Time-dependent asymmetric transport, C. P. Dettmann and O. Georgiou, Phys. Rev. E, 83, 036212 (2011). arXiv pdf. [Figure 2 selected to appear in the PRE "Kaleidoscope"]

4. Open Mushrooms: Stickiness revisited, C. P. Dettmann and O. Georgiou, J. Phys. A.: Math. Theor. 44, 195102, (2011). arXiv pdf. [Highlighted in a JPA Insights article]

5. Impact of boundaries on fully connected random geometric networks, J. Coon, C. P. Dettmann and O. Georgiou, Phys. Rev E., 85, 011138, (2012). arXiv pdf.

6. Quantifying intermittency in the open drivebelt billiard, C. P. Dettmann and O. Georgiou, Chaos, 22, 026113, (2012). arXiv pdf.

7. Dependence of chaotic diffusion on the size and position of holes, G. Knight, O. Georgiou, C. P. Dettmann, and R. Klages, Chaos, 22 023132 (2012). arXiv pdf.

8. Full Connectivity: Corners, edges and faces, J. Coon, C. P. Dettmann and O. Georgiou, J. Stat. Phys, 147 (4), 758-778, (2012). arXiv pdf.

9. Connectivity of confined dense networks: Boundary effects and scaling laws, J. Coon, C. P. Dettmann, and O. Georgiou, submitted, (2012). arXiv pdf.

10. Influence of boundary conditions on quantum escape, O. Georgiou, G. Gligorić, A. Lazarides, D. F. M. Oliveira, J. D. Bodyfelt, and A. Goussev, EPL, 100, 20005, (2012). arXiv animations.

11. Faster than expected escape for a class of fully chaotic maps, O. Georgiou, C. P. Dettmann, and E. G. Altmann, Chaos, 22 043115 (2012). arXiv

12. Sticky Normal-Superconductor Interface, S-Y. Lee, A. Goussev, O. Georgiou, G. Gligorić, A. Lazarides, submitted, (2013). arXiv

13. Towards k-Connectivity: Local and Global approaches, O. Georgiou, C. P. Dettmann, and J. Coon, submitted, (2013).

Posters

1. Transmission and Reflection in the Stadium Billiard: Time-dependent asymmetric transport pdf.

2. Sticky and Non-sticky open Mushrooms pdf.

3. Full connectivity in spatially confined random networks pdf.

PhD Thesis

Escape from Intermittent Billiards. (completed in June 2011) pdf.

Contact Details

Email: maxog@bristol.ac.uk

URL: www.maths.bris.ac.uk/~maxog/

My Google scholar profile

Phone: +44 (0) 117 906 0700

Mailing address: Telecommunications Research Laboratory 32 Queen Square, Bristol, BS1 4ND, UK.