Oxfordshire Maths Masterclasses

These highly interactive sessions introduce students to aspects or applications of maths which are not usually covered in the school curriculum.
Measurement of Atmospheric Neutrino Oscillations at 6-56 GeV with IceCube DeepCore.
 Aartsen, M Ackermann, M Adams, J Aguilar, J Ahlers, M Ahrens, M Al Samarai, I Altmann, D Andeen, K Anderson, T Ansseau, I Anton, G Argüelles, C Auffenberg, J Axani, S Bagherpour, H Bai, X Barron, J Barwick, S Baum, V Bay, R Beatty, J Becker Tjus, J Becker, K BenZvi, S Berley, D Bernardini, E Besson, D Binder, G Bindig, D Blaufuss, E Blot, S Bohm, C Börner, M Bos, F Bose, D Böser, S Botner, O Bourbeau, J Bradascio, F Braun, J Brayeur, L Brenzke, M Bretz, H Bron, S Brostean-Kaiser, J Burgman, A Carver, T Casey, J Casier, M Cheung, E Chirkin, D Christov, A Clark, K Classen, L Coenders, S Collin, G Conrad, J Cowen, D Cross, R Day, M de André, J De Clercq, C DeLaunay, J Dembinski, H De Ridder, S Desiati, P de Vries, K de Wasseige, G de With, M DeYoung, T Díaz-Vélez, J di Lorenzo, V Dujmovic, H Dumm, J Dunkman, M Eberhardt, B Ehrhardt, T Eichmann, B Eller, P Evenson, P Fahey, S Fazely, A Felde, J Filimonov, K Finley, C Flis, S Franckowiak, A Friedman, E Fuchs, T Gaisser, T Gallagher, J Gerhardt, L Ghorbani, K Giang, W Glauch, T Glüsenkamp, T Goldschmidt, A Gonzalez, J Grant, D Griffith, Z Haack, C Hallgren, A Halzen, F Hanson, K Hebecker, D Heereman, D Helbing, K Hellauer, R Hickford, S Hignight, J Hill, G Hoffman, K Hoffmann, R Hokanson-Fasig, B Hoshina, K Huang, F Huber, M Hultqvist, K Hünnefeld, M In, S Ishihara, A Jacobi, E Japaridze, G Jeong, M Jero, K Jones, B Kalaczynski, P Kang, W Kappes, A Karg, T Karle, A Katz, U Kauer, M Keivani, A Kelley, J Kheirandish, A Kim, J Kim, M Kintscher, T Kiryluk, J Kittler, T Klein, S Kohnen, G Koirala, R Kolanoski, H Köpke, L Kopper, C Kopper, S Koschinsky, J Koskinen, D Kowalski, M Krings, K Kroll, M Krückl, G Kunnen, J Kunwar, S Kurahashi, N Kuwabara, T Kyriacou, A Labare, M Lanfranchi, J Larson, M Lauber, F Lennarz, D Lesiak-Bzdak, M Leuermann, M Liu, Q Lu, L Lünemann, J Luszczak, W Madsen, J Maggi, G Mahn, K Mancina, S Maruyama, R Mase, K Maunu, R McNally, F Meagher, K Medici, M Meier, M Menne, T Merino, G Meures, T Miarecki, S Micallef, J Momenté, G Montaruli, T Moore, R Moulai, M Nahnhauer, R Nakarmi, P Naumann, U Neer, G Niederhausen, H Nowicki, S Nygren, D Obertacke Pollmann, A Olivas, A O'Murchadha, A Palczewski, T Pandya, H Pankova, D Peiffer, P Pepper, J Pérez de Los Heros, C Pieloth, D Pinat, E Plum, M Price, P Przybylski, G Raab, C Rädel, L Rameez, M Rawlins, K Rea, I Reimann, R Relethford, B Relich, M Resconi, E Rhode, W Richman, M Robertson, S Rongen, M Rott, C Ruhe, T Ryckbosch, D Rysewyk, D Sälzer, T Sanchez Herrera, S Sandrock, A Sandroos, J Sarkar, S Satalecka, K Schlunder, P Schmidt, T Schneider, A Schoenen, S Schöneberg, S Schumacher, L Seckel, D Seunarine, S Soedingrekso, J Soldin, D Song, M Spiczak, G Spiering, C Stachurska, J Stamatikos, M Stanev, T Stasik, A Stettner, J Steuer, A Stezelberger, T Stokstad, R Stößl, A Strotjohann, N Sullivan, G Sutherland, M Taboada, I Tatar, J Tenholt, F Ter-Antonyan, S Terliuk, A Tešić, G Tilav, S Toale, P Tobin, M Toscano, S Tosi, D Tselengidou, M Tung, C Turcati, A Turley, C Ty, B Unger, E Usner, M Vandenbroucke, J Van Driessche, W van Eijndhoven, N Vanheule, S van Santen, J Vehring, M Vogel, E Vraeghe, M Walck, C Wallace, A Wallraff, M Wandler, F Wandkowsky, N Waza, A Weaver, C Weiss, M Wendt, C Werthebach, J Westerhoff, S Whelan, B Wiebe, K Wiebusch, C Wille, L Williams, D Wills, L Wolf, M Wood, J Wood, T Woolsey, E Woschnagg, K Xu, D Xu, X Xu, Y Yanez, J Yodh, G Yoshida, S Yuan, T Zoll, M Physical Review Letters volume 120 issue 7 071801-071801 (Feb 2018)

Knots and the nature of 3-dimensional space

It is an intriguing fact that the 3-dimensional world in which we live is, from a mathematical point of view, rather special. Dimension 3 is very different from dimension 4 and these both have very different theories from that of dimensions 5 and above. The study of space in dimensions 2, 3 and 4 is the field of low-dimensional topology, the research area of Oxford Mathematician Marc Lackenby.

Subscribe to