Publications

Selected from my Google Scholar profile. My thesis is available here.

Erdos number

Through my academic publications, I found through Richard Boardman’s blog a finite Erdős number of 6:

Pepper, R.A., Beg, M., Cortés-Ortuño, D., Kluver, T., Bisotti, M-A., Carey, R., Vousden, M., Albert, M., Wang, W., Hovorka, O., Fangohr, H., (2018). Skyrmion states in thin confined polygonal nanostructures. Journal of Applied Physics 123, 093903
Boardman, R.P., Fangohr, H., Cox, S.J., Goncharov, A.V., Zhukov, A.A. and de Groot, P.A.J., (2004). Micromagnetic simulation of ferromagnetic part-spherical particles. Journal of applied physics, 95(11), 7037-39
Blott, B.H., Cox, S.J., Daniell, G.J., Caton, M.J., Nicole, D.A., (2000). High fidelity imaging and high performance computing in nonlinear EIT. Physiological Measurement. 21 (1), 7-13.
D.A. Nicole, E.K. Lloyd and J.S. Ward, Transputer link reconfiguration : switching networks for 4-valent graphs, IEE Proc 137 (1990) 239-244.
Norman L. Biggs, E. K. Lloyd and Robin J.Wilson, Graph theory: 1736-1936, Clarendon Press, Oxford, 1976.
P. Erdős and Robin J. Wilson, On the chromatic index of almost all graphs, J. Combinatorial Theory B23 (1977), 255-257.

More recently, I’ve found I have managed to lower this to 4:

Pepper, R. A., Beg, M., Cortés-Ortuño, D., Kluyver, T., Bisotti, M.-A., Carey, R., Vousden, M., Albert, M., Wang, W., Hovorka, O., & Fangohr, H. (2018). Skyrmion states in thin confined polygonal nanostructures. In Journal of Applied Physics (Vol. 123, Issue 9). AIP Publishing. https://doi.org/10.1063/1.5022567
Kluyver, T., Ragan-Kelley, B., Pérez, F. Granger, B., Bussonnier, M., Frederic, J., Kelley, K., Hamrick, J., Grout, J., Corlay, S., Ivanov, P., Avila, D., Abdalla, S., Willing, C., (2016) Jupyter Notebooks – a publishing format for reproducible computational workflows, Positioning and Power in Academic Publishing: Players, Agents and Agendas https://doi.org/10.3233/978-1-61499-649-1-87
Butler, S., Grout, J. (2011). A Construction of Cospectral Graphs for the Normalized Laplacian. In The Electronic Journal of Combinatorics (Vol. 18, Issue 1). The Electronic Journal of Combinatorics. https://doi.org/10.37236/718
Butler, S., Erdős, P., Graham, R., (2015) Egyptian Fractions with Each Denominator Having Three Distinct Prime Divisors. Integers 15. http://math.colgate.edu/~integers/vol15.html

Interestingly, the last was published 21 years after Erdős died, so I am in two minds as to whether it counts!

Confinement of Skyrmions in Nanoscale FeGe Device-like structures A Harrison, J Loudon, R Pepper, M Birch, H Fangohr, P Midgley, et al. American Chemical Society

Stable and manipulable Bloch point M Beg, RA Pepper, D Cortes-Ortuno, B Atie, MA Bisotti, G Downing, et al. Scientific Reports 9 (1), 7959

Fidimag - A Finite Difference Atomistic and Micromagnetic Simulation Package MA Bisotti, D Cortes-Ortuno, R Pepper, W Wang, M Beg, T Kluyver, et al. Journal of Open Research Software 6 (1)
Proposal for a micromagnetic standard problem for materials with Dzyaloshinskii-Moriya interaction D Cortes-Ortuno, M Beg, V Nehruji, L Breth, R Pepper, T Kluyver, et al. New Journal of Physics 20 (11), 113015
Skyrmion states in thin confined polygonal nanostructures RA Pepper, M Beg, D Cortes-Ortuno, T Kluyver, MA Bisotti, R Carey, et al. Journal of Applied Physics 123 (9)
Current-induced instability of domain walls in cylindrical nanowires W Wang, Z Zhang, RA Pepper, C Mu, Y Zhou, H Fangohr Journal of Physics: Condensed Matter 30 (1), 015801

Thermal stability and topological protection of skyrmions in nanotracks D Cortes-Ortuno, W Wang, M Beg, RA Pepper, MA Bisotti, R Carey, et al. Scientific Reports 7, 4060
User interfaces for computational science: A domain specific language for OOMMF embedded in Python M Beg, RA Pepper, H Fangohr AIP Advances 7 (5)
Ground state skyrmion and helical states in confined FeGe nanostructures RA Pepper, M Beg, D Cortes-Ortuno, R Carey, M Vousden, W Wang, M Albert, et al. 2017 IEEE International Magnetics Conference (INTERMAG)