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The $j$th divisor function $d_j$, which counts the ordered factorisations of a positive integer into $j$ positive integer factors, is a very well-known arithmetic function; in particular, $d_2(n)$ gives the number of divisors of $n$. However, the $j$
Externí odkaz:
http://arxiv.org/abs/1806.00651
Autor:
Dworkin, J. P., Adelman, L. A., Ajluni, T., Andronikov, A. V., Aponte, J. C., Bartels, A. E., Beshore, E., Bierhaus, E. B., Brucato, J. R., Bryan, B. H., Burton, A. S., Callahan, M. P., Castro-Wallace, S. L., Clark, B. C., Clemett, S. J., Connolly Jr., H. C., Cutlip, W. E., Daly, S. M., Elliott, V. E., Elsila, J. E., Enos, H. L., Everett, D. F., Franchi, I. A., Glavin, D. P., Graham, H. V., Hendershot, J. E., Harris, J. W., Hill, S. L., Hildebrand, A. R., Jayne, G. O., Jenkens Jr., R. W., Johnson, K. S., Kirsch, J. S., Lauretta, D. S., Lewis, A. S., Loiacono, J. J., Lorentson, C. C., Marshall, J. R., Martin, M. G., Matthias, L. L., McLain, H. L., Messenger, S. R., Mink, R. G., Moore, J. L., Nakamura-Messenger, K., Nuth III, J. A., Owens, C. V., Parish, C. L., Perkins, B. D., Pryzby, M. S., Reigle, C. A., Righter, K., Rizk, B., Russell, J. F., Sandford, S. A., Schepis, J. P., Songer, J., Sovinski, M. F., Stahl, S. E., Thomas-Keprta, K., Vellinga, J. M., Walker, M. S.
OSIRIS-REx will return pristine samples of carbonaceous asteroid Bennu. This article describes how pristine was defined based on expectations of Bennu and on a realistic understanding of what is achievable with a constrained schedule and budget, and
Externí odkaz:
http://arxiv.org/abs/1704.02517
Autor:
Soto-Navarro, C., Ravilious, C., Arnell, A., de Lamo, X., Harfoot, M., Hill, S. L. L., Wearn, O. R., Santoro, M., Bouvet, A., Mermoz, S., Le Toan, T., Xia, J., Liu, S., Yuan, W., Spawn, S. A., Gibbs, H. K., Ferrier, S., Harwood, T., Alkemade, R., Schipper, A. M., Schmidt-Traub, G., Strassburg, B., Miles, L., Burgess, N. D., Kapos, V.
Publikováno v:
Philosophical Transactions: Biological Sciences, 2020 Mar . 375(1794), 1-13.
Externí odkaz:
https://www.jstor.org/stable/26916817
Using the decomposition of semimagic squares into the associated and balanced symmetry types as a motivation, we introduce an equivalent representation in terms of block-structured matrices. This block representation provides a way of constructing su
Externí odkaz:
http://arxiv.org/abs/1605.08629
It is known that semi-magic square matrices form a 2-graded algebra or superalgebra with the even and odd subspaces under centre-point reflection symmetry as the two components. We show that other symmetries which have been studied for square matrice
Externí odkaz:
http://arxiv.org/abs/1605.08615
Autor:
King, A.1 (AUTHOR), Hill, S. L.1,2 (AUTHOR), Pucci, M.3 (AUTHOR), Bailey, G.4 (AUTHOR), Keating, L.5 (AUTHOR), Macfarlane, R.6 (AUTHOR), Cantle, F.7 (AUTHOR), Hudson, S.8 (AUTHOR), Thomas, S. H. L.1,2 (AUTHOR)
Publikováno v:
Clinical Toxicology (15563650). Oct2022, Vol. 60 Issue 10, p1094-1098. 5p.
Publikováno v:
Ecological Applications, 2013 Jun 01. 23(4), 710-725.
Externí odkaz:
https://www.jstor.org/stable/23440920