Zobrazeno 1 - 10
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pro vyhledávání: '"Monaghan OR"'
The classical Thistlethwaite theorem for links can be phrased as asserting that the Kauffman bracket of a link can be obtained from an evaluation of the Bollob\'as-Riordan polynomial of a ribbon graph associated to one of the link's Kauffman states.
Externí odkaz:
http://arxiv.org/abs/2412.12357
Autor:
Bouvet, Pierre, Bevilacqua, Carlo, Ambekar, Yogeshwari, Antonacci, Giuseppe, Au, Joshua, Caponi, Silvia, Chagnon-Lessard, Sophie, Czarske, Juergen, Dehoux, Thomas, Fioretto, Daniele, Fu, Yujian, Guck, Jochen, Hamann, Thorsten, Heinemann, Dag, Jähnke, Torsten, Jean-Ruel, Hubert, Kabakova, Irina, Koski, Kristie, Koukourakis, Nektarios, Krause, David, Cavera III, Salvatore La, Landes, Timm, Li, Jinhao, Margueritat, Jeremie, Mattarelli, Maurizio, Monaghan, Michael, Overby, Darryl R., Perez-Cota, Fernando, Pontecorvo, Emanuele, Prevedel, Robert, Ruocco, Giancarlo, Sandercock, John, Scarcelli, Giuliano, Scarponi, Filippo, Testi, Claudia, Török, Peter, Vovard, Lucie, Weninger, Wolfgang, Yakovlev, Vladislav, Yun, Seok-Hyun, Zhang, Jitao, Palombo, Francesca, Bilenca, Alberto, Elsayad, Kareem
Brillouin Light Scattering (BLS) spectroscopy is a non-invasive, non-contact, label-free optical technique that can provide information on the mechanical properties of a material on the sub-micron scale. Over the last decade it has seen increased app
Externí odkaz:
http://arxiv.org/abs/2411.11712
Autor:
Barlow, Douglas A., Monaghan, Kylene
We show, in this report, how a population balance model differential equation describing batch crystal growth from solution can be solved in closed form for the case of diffusion limited growth with and without modeling the effects of growth rate dis
Externí odkaz:
http://arxiv.org/abs/2411.05768
Autor:
Qattan, I. A., Arrington, J., Aniol, K., Baker, O. K., Beams, R., Brash, E. J., Camsonne, A., Chen, J. -P., Christy, M. E., Dutta, D., Ent, R., Gaskell, D., Gayou, O., Gilman, R., Hansen, J. -O., Higinbotham, D. W., Holt, R. J., Huber, G. M., Ibrahim, H., Jisonna, L., Jones, M. K., Keppel, C. E., Kinney, E., Kumbartzki, G. J., Lung, A., McCormick, K., Meekins, D., Michaels, R., Monaghan, P., Pentchev, L., Ransome, R., Reinhold, J., Reitz, B., Sarty, A., Schulte, E. C., Slifer, K., Segel, R. E., Sulkosky, V., Yurov, M., Zheng, X.
The advent of high-intensity, high-polarization electron beams led to significantly improved measurements of the ratio of the proton's charge to electric form factors, GEp/GMp. However, high-$Q^2$ measurements yielded significant disagreement with ex
Externí odkaz:
http://arxiv.org/abs/2411.05201
We give a density condition for when, subject to a necessary parity condition, an eulerian graph or digraph may be cellularly embedded in an orientable surface so that it has exactly two faces, each bounded by an euler circuit, one of which may be sp
Externí odkaz:
http://arxiv.org/abs/2409.14531
The mock Alexander polynomial is an extension of the classical Alexander polynomial, defined and studied for (virtual) knots and knotoids by the second and third authors. In this paper we consider the mock Alexander polynomial for generalizations of
Externí odkaz:
http://arxiv.org/abs/2406.08253
Publikováno v:
Health Education, 2024, Vol. 124, Issue 5/6, pp. 243-254.
Externí odkaz:
http://www.emeraldinsight.com/doi/10.1108/HE-03-2024-0042
In 1965 Edmonds showed that every eulerian graph has a bi-eulerian embedding, i.e., an embedding with exactly two faces, each bounded by an euler circuit. We refine this result by giving conditions for a graph to have a bi-eulerian embedding that is
Externí odkaz:
http://arxiv.org/abs/2404.00325
We give an analogue of the Tutte polynomial for hypermaps. This polynomial can be defined as either a sum over subhypermaps, or recursively through deletion-contraction reductions where the terminal forms consist of isolated vertices. Our Tutte polyn
Externí odkaz:
http://arxiv.org/abs/2404.00194
This work reports the theoretical investigation into the mechanism underpinning the anomalous Josephson effect. The prototypical system we study is a ballistic two-dimensional junction containing a two-dimensional Rashba spin-orbit interaction. In th
Externí odkaz:
http://arxiv.org/abs/2403.05052