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Let $G$ be a simple graph. Consider all weightings of the vertices of $G$ with real numbers whose total sum is nonnegative. How many edges of $G$ have endpoints with a nonnegative sum? We consider the minimum number of such edges over all such weight
Externí odkaz:
https://explore.openaire.eu/search/publication?articleId=doi_________::ccca201c38026528fccf7dda7c941506
Autor:
Ihringer, Ferdinand, Meagher, Karen
In this paper we give a proof of the Manickam-Mikl��s-Singhi (MMS) conjecture for some partial geometries. Specifically, we give a condition on partial geometries which implies that the MMS conjecture holds. Further, several specific partial geom
Externí odkaz:
https://explore.openaire.eu/search/publication?articleId=doi_________::be98003f3cbc092a2fc585d00b1e6657
More than twenty-five years ago, Manickam, Miklos, and Singhi conjectured that for positive integers $n,k$ with $n \geq 4k$, every set of $n$ real numbers with nonnegative sum has at least $\binom{n-1}{k-1}$ $k$-element subsets whose sum is also nonn
Externí odkaz:
https://explore.openaire.eu/search/publication?articleId=doi_________::743d16916cfa0fe4aaf82cb6a3ce9390
Autor:
Ihringer, Ferdinand
Let $V$ be an $n$-dimensional vector space over a finite field $\mathbb{F}_q$. Define a real-valued weight function on the $1$-dimensional vector spaces of $V$ such that the sum of all weights is zero. Let the weight of a subspace $S$ be the sum of t
Externí odkaz:
https://explore.openaire.eu/search/publication?articleId=doi_________::f3738952666b2b39b5dadfb218fbc402
Autor:
Tyomkyn, Mykhaylo
We show that for $n>k(4e\log k)^k$ every set $\{x_1,..., x_n\}$ of $n$ real numbers with $\sum_{i=0}^{n}x_i \geq 0$ has at least $\binom{n-1}{k-1}$ $k$-element subsets of a non-negative sum. This is a substantial improvement on the best previously kn
Externí odkaz:
https://explore.openaire.eu/search/publication?articleId=doi_________::71e1f01ef248e3ff9a43bf76b27b4e04
Autor:
Bisi, Cinzia, Chiaselotti, Giampiero
The aim of this paper is to build a new family of lattices related to some combinatorial extremal sum problems, in particular to a conjecture of Manickam, Mikl��s and Singhi. We study the fundamentals properties of such lattices and of a particul
Externí odkaz:
https://explore.openaire.eu/search/publication?articleId=doi_________::a03885ce4f47add3f1cd2878fbd8b94b
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Akademický článek
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Autor:
Rajan K. Thakkar, Scott L. Weiss, Julie C. Fitzgerald, Luke Keele, Neal J. Thomas, Vinay M. Nadkarni, Jennifer A. Muszynski, Mark W. Hall, P. Fontela, M. Tucci, M. Dumistrascu, P. Skippen, G. Krahn, E. Bezares, G. Puig, A. Puig-Ramos, R. Garcia, M. Villar, M. Bigham, T. Polanski, S. Latifi, D. Giebner, H. Anthony, J. Hume, A. Galster, L. Linnerud, R. Sanders, G. Hefley, K. Madden, A. Thompson, S. Shein, S. Gertz, Y. Han, T. Williams, A. Hughes-Schalk, H. Chandler, A. Orioles, E. Zielinski, A. Doucette, C. Zebuhr, T. Wilson, C. Dimitriades, J. Ascani, S. Layburn, S. Valley, B. Markowitz, J. Terry, R. Morzov, A. Mcinnes, J. McArthur, K. Woods, K. Murkowski, M. Spaeder, M. Sharron, D. Wheeler, E. Beckman, E. Frank, K. Howard, C. Carroll, S. Nett, D. Jarvis, V. Patel, R. Higgerson, L. Christie, K. Typpo, J. Deschenes, A. Kirby, T. Uhl, K. Rehder, I. Cheifetz, S. Wrenn, K. Kypuros, K. Ackerman, F. Maffei, G. Bloomquist, N. Rizkalla, D. Kimura, S. Shah, C. Tigges, F. Su, C. Barlow, K. Michelson, K. Wolfe, D. Goodman, L. Campbell, L. Sorce, K. Bysani, T. Monjure, M. Evans, B. Totapally, M. Chegondi, C. Rodriguez, J. Frazier, L. Steele, S. Viteri, A. Costarino, N. Thomas, D. Spear, E. Hirshberg, J. Lilley, C. Rowan, C. Rider, J. Kane, J. Zimmerman, C. Greeley, J. Lin, R. Jacobs, M. Parker, K. Culver, L. Loftis, N. Jaimon, M. Goldsworthy, J. Fitzgerald, S. Weiss, V. Nadkarni, J. Bush, M. Diliberto, C. Allen, M. Gessouroun, A. Sapru, T. Lang, M. Alkhouli, S. Kamath, D. Friel, J. Daufeldt, D. Hsing, C. Carlo, S. Pon, J. Scimeme, A. Shaheen, A. Hassinger, H. Qiao, J. Giuliano, J. Tala, D. Vinciguerra, A. Fernandez, R. Carrero, P. Hoyos, J. Jaramillo, A. Posada, L. Izquiierdo, B.E. Piñeres Olave, J. Donado, R. Dalmazzo, S. Rendich, L. Palma, M. Lapadula, C. Acuna, P. Cruces, S. Clement De Clety, M. Dujardin, C. Berghe, S. Renard, J. Zurek, H. Steinherr, K. Mougkou, E. Critselis, M. Di Nardo, S. Picardo, F. Tortora, E. Rossetti, T. Fragasso, P. Cogo, R. Netto, A. Dagys, V. Gurskis, R. Kevalas, C. Neeleman, J. Lemson, C. Luijten, K. Wojciech, I. Pagowska-Klimek, M. Szczepanska, J. Karpe, P. Nunes, H. Almeida, J. Rios, M. Vieira, J. P. Garcia Iniguez, P. Revilla, J. Urbano, J. Lopez-Herce, A. Bustinza, A. Palacios, S. Hofheinz, A. Rodriguez-Nunez, S. Sanagustin, E. Gonzalez, M. Riaza, R. Piaya, P. Soler, E. Esteban, J. Laraudogoitia, C. Monge, V. Herrera, J. Granados, C. Gonzalez, T. Koroglu, E. Ozcelik, P. Baines, A. Plunkett, P. Davis, S. George, S. Tibby, J. Harris, R. Agbeko, R. Lampitt, J. Brierley, M. Peters, A. Jones, T. Dominguez, T. Thiruchelvam, A. Deep, L. Ridley, W. Bowen, R. Levin, I. Macleod, M. Gray, N. Hemat, J. Alexander, S. Ali, J. Pappachan, J. McCorkell, P. Fortune, M. MacDonald, P. Hudnott, Q. Suyun, S. Singhi, K. Nallasamy, R. Lodha, N. Shime, Y. Tabata, O. Saito, T. Ikeyama, T. Kawasaki, L. Lum, A. Abidin, S. Kee, S. Tang, R. Jalil, Y. Guan, L. Yao, K. Lin, J. Ong, A. Salloo, L. Doedens, L. Mathivha, G. Reubenson, S. Moaisi, A. Pentz, R. Green, A. Schibler, S. Erickson, J. McEneiry, D. Long, T. Dorofaeff, M. Coulthard, J. Millar, C. Delzoppo, G. Williams, M. Morritt, N. Watts, J. Beca, C. Sherring, T. Bushell
Publikováno v:
Journal of Surgical Research, 242, pp. 100-110
Journal of Surgical Research, 242, 100-110
Journal of Surgical Research, 242, 100-110
Item does not contain fulltext BACKGROUND: Sepsis is a leading cause of morbidity and mortality after surgery. Most studies regarding sepsis do not differentiate between patients who have had recent surgery and those without. Few data exist regarding
Autor:
J.L. Mathew, S. Singhi
Publikováno v:
International Journal of Infectious Diseases, Vol 21, Iss S1, Pp 433-434 (2014)
Externí odkaz:
https://doaj.org/article/12e52a7f8eaf4a0d95919ffd4a70ec8b