R.A. JANIK, M.A. NOWAK, G. PAPP, I. ZAHED 1 Service de Physique Théorique, CEA Saclay, F-91191 Gif-sur-Yvette, France. 2 Department of Physics, Jagellonian University, 30-059 Krakow, Poland. GSI, Planckstr. 1, D-64291 Darmstadt, Germany 4 CNR Department of Physics, KSU, Kent, Ohio 44242, USA & HAS Research Group for Theoretical Physics, Eötvös University, Budapest, Hungary Department of Physics...

We suggest new characterizations of the Banzhaf value without the symmetry axiom, which reveal that the characterizations by Lehrer (1988, International Journal of Game Theory 17, 89–99) and Nowak (1997, International Journal of Game Theory 26, 127–141) as well as most of the characterizations by Casajus (2010, Theory and Decision, forthcoming) are redundant. Further, we explore symmetry implic...

EDITORS Gary K. Belanger Steven Chussid Robert O. Cooley Jeffrey A. Dean Robert J. Henry Sharon D. Hill Stuart D. Josell Hannelore T. Loevy Michael J. Kanellis James W. Preisch 13arbara L. Sheller John 13. Thornton Child Health Advocate James J. Crall OFFICERS President Arthur J. Nowak President-Elect Jasper L. Lewis Jr. Vice-President Charles R. Hall Secretary-Treasurer Robert A. Boraz Parliam...

LETTERS 1157 The Earth, the Heavens, and the Carnegie Institution Rhino Conservation: B. Loutit and S. Montgomery of Washington, reviewed by E. L. Mills * Primordial * Clinical Trials: Subgroup Analyses: K. E. Immunity, M. Flajnik * Queen Number and Sociality Stanley, M. A. Fischl, A. C. Collier; R. Nowak * in Insects, R. H. Crozier * Vignettes A Coincidental Move: F. H. Shu * Violence and PROD...

Jeremi K. Ochab,∗ Wojciech Tarnowski,† Maciej A. Nowak,‡ and Dante R. Chialvo§ Marian Smoluchowski Institute of Physics and Mark Kac Complex Systems Research Center Jagiellonian University, ul. Łojasiewicza 11, PL30–348 Kraków, Poland and Center for Complex Systems & Brain Sciences (CEMSC), Escuela de Ciencia y Tecnología, Universidad Nacional de San Martín, & Consejo Nacional de Investigacione...

where t is a large real parameter. For enlightening accounts on this topic, the reader is referred to E. Krätzel’s monographs [14] and [15], to a recent survey article by A. Ivić, E. Krätzel, M. Kühleitner, and W.G. Nowak [10], and to M. Huxley’s book [7] where he exposed his breakthrough in the planar case (”Discrete Hardy-Littlewood method”). For the case that ∂B is of bounded nonzero Gaussia...

Let (X,‖ · ‖) be an infinite-dimensional Banach space with the unit ball B and the unit sphere S. Since the works of Nowak [11], Benyamini and Sternfeld [1], and Lin and Sternfeld [10], it is known that S is a Lipschitzian retract of B. It means that there exists a mapping (retraction) R : B → S satisfying Rx = x for all x ∈ S and also being Lipschitzian. If R satisfies the Lipschitz condition ...