Stochastic area for Brownian motion on the Sierpinski gasket
Hambly, B Lyons, T The Annals of Probability volume 26 132-148 (1998) doi:10.1214/aop/1022855414
Extending the Wong-Zakai theorem to reversible Markov processes
Bass, R Hambly, B Lyons, T Journal of the European Mathematical Society (JEMS) volume 4 237-269 (2002) doi:10.1007/s100970200040
The characteristic polynomial of a random permutation matrix
Hambly, B Keevash, P O Connell, N Stark, D Stochastic Processes and their Applications volume 90 335-346 (2000) doi:10.1016/S0304-4149(00)00046-6
The mathematical modelling of cell kinetics in corneal epithelial wound healing.
Gaffney, E Maini, P Sherratt, J Tuft, S J Theor Biol volume 197 issue 1 15-40 (07 Mar 1999) doi:10.1006/jtbi.1998.0852
Reaction and diffusion on growing domains: scenarios for robust pattern formation.
Crampin, E Gaffney, E Maini, P Bull Math Biol volume 61 issue 6 1093-1120 (Nov 1999) doi:10.1006/bulm.1999.0131
Modelling corneal epithelial wound closure in the presence of physiological electric fields via a moving boundary formalism.
Gaffney, E Maini, P McCaig, C Zhao, M Forrester, J IMA J Math Appl Med Biol volume 16 issue 4 369-393 (Dec 1999) https://www.ncbi.nlm.nih.gov/pubmed/10669895
Investigating a simple model of cutaneous wound healing angiogenesis.
Gaffney, E Pugh, K Maini, P Arnold, F J Math Biol volume 45 issue 4 337-374 (Oct 2002) doi:10.1007/s002850200161
Investigating a simple model of cutaneous wound healing angiogenesis (vol 45, pg 337, 2002)
Gaffney, E Pugh, K Maini, P Arnold, F JOURNAL OF MATHEMATICAL BIOLOGY volume 46 issue 2 189-189 (2003) doi:10.1007/s00285-002-0182-6
Review of particle physics
Yao, W Amsler, C Asner, D Barnett, R Beringer, J Burchat, P Carone, C Caso, C Dahl, O D'Ambrosio, G De Gouvea, A Doser, M Eidelman, S Feng, J Gherghetta, T Goodman, M Grab, C Groom, D Gurtu, A Hagiwara, K Hayes, K Hernandez-Rey, J Hikasa, K Jawahery, H Kolda, C Kwon, Y Mangano, M Manohar, A Masoni, A Miquel, R Moenig, K Murayama, H Nakamura, K Navas, S Olive, K Pape, L Patrignani, C Piepke, A Punzi, G Raffelt, G Smith, J Tanabashi, M Terning, J Toernqvist, N Trippe, T Vogel, P Watari, T Wohl, C Workman, R Zyla, P Armstrong, B Harper, G Lugovsky, V Schaffner, P Artuso, M Babu, K Band, H Barberio, E Battaglia, M Bichel, H Biebel, O Bloch, P Blucher, E Cahn, R Casper, D Cattai, A Ceccicco, A Chakraborty, D Chivukula, R Cowan, G Damour, T De Grand, T Desler, K Dobbs, M Drees, M Edwards, A Edwards, D Elvira, V Erler, J Fetscher, W Fields, B Foster, B Froidevaux, D Gaisser, T Garren, L Gerber, H Gerbier, G Gibbons, L Gilman, F Giudice, G Gritsan, A Grünewald, M Haber, H Hagmann, C Hinchliffe, I Hocker, A Igo-Kemenes, P Jackson, J Johnson, K Karlen, D Kayser, B Kirkby, D Klein, S Kleinknecht, K Knowles, J Kowalewski, R Kreitz, P Krusche, B Kuyanov, Y Lahav, O Langacker, P Liddle, A Ligeti, Z Liss, T Littenberg, L Liu, J Lugovsky, K Lugovsky, S Mannel, T Marciano, W Martin, A Milstead, D Narain, M Nason, P Nir, Y Peacock, J Prell, S Quadt, A Raby, S Ratcliff, B Razuvaev, E Renk, B Richardson, P Roesler, S Rolandi, G Roman, M Rosenberg, L Sachrajda, C Salao, Y Sarkar, S Schmitt, M Schneider, O Scott, D Sjöstrand, T Smoot, G Sokolsky, P Spanier, S Spieler, H Stahl, A Staney, T Streitmatter, R Sumiyoshi, T Tkachenko, N Trilling, G Valencia, G van Bibber, K Vincter, M Ward, D Webber, B Wells, J Whalley, M Wolfenstein, L Womersley, J Woody, C Yamamoto, A Zenin, O Zhang, J Zhu, R volume 33 issue 1 1-+ (2006) doi:10.1088/0954-3899/33/1/001
Complete solution of the one-dimensional Hubbard model.
Essler, F Korepin, V Schoutens, K Phys Rev Lett volume 67 issue 27 3848-3851 (30 Dec 1991) doi:10.1103/PhysRevLett.67.3848
Subscribe to