منابع مشابه
Continua of Minimum Capacity
1. Surfaces containing a given volume. In an endeavour to simplify a proof of Liapounoff [2], to the effect that in the problem of the forms of equilibrium of rotating liquids the sphere would be the only form for a liquid at rest, Poincaré [ l ] was led to the consideration of electric capacities of solids of given volume, and arrived at the result that among such bodies the sphere would have ...
متن کاملSurfaces of Minimal Capacity.
7Blake, J., Am. Jour. Med. Sci., 15, 63 (1848). 8 Marine, D., and Lenhart, C. H., Jour. Lab. Clin. Med., 3, 40 (1917). 9 Soley, M. H., and Hamilton, J. G., Proceedings, Sixth Pacific Science Congress (in press). 10 Hamilton, J. G., and Soley, M. H., Am. Jour. Physiol., 127, 557 (1939). 11 Hamilton, J. G., and Soley, M. H., Report submitted for publication. 12 Hamilton, J. G., and Soley, M. H., ...
متن کاملMinimum variance capacity identification
In the framework of multi-criteria decision making whose aggregation process is based on the Choquet integral, we present a maximum entropy like method enabling to determine, if it exists, the “least specific” capacity compatible with the initial preferences of the decision maker. The proposed approach consists in solving a strictly convex quadratic program whose objective function is equivalen...
متن کاملFinding minimum clique capacity
Let C be a clique of a graph G. The capacity of C is defined to be (|V (G) \ C|+ |D|)/2, where D is the set of vertices in V (G) \C that have both a neighbour and a non-neighbour in C. We give a polynomial-time algorithm to find the minimum clique capacity in a graph G. This problem arose as an open question in a study [1] of packing vertex-disjoint induced three-vertex paths in a graph with no...
متن کاملRetention capacity of correlated surfaces.
We extend the water retention model [C. L. Knecht et al., Phys. Rev. Lett. 108, 045703 (2012)] to correlated random surfaces. We find that the retention capacity of discrete random landscapes is strongly affected by spatial correlations among the heights. This phenomenon is related to the emergence of power-law scaling in the lake volume distribution. We also solve the uncorrelated case exactly...
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ژورنال
عنوان ژورنال: Proceedings of the National Academy of Sciences
سال: 1940
ISSN: 0027-8424,1091-6490
DOI: 10.1073/pnas.26.11.664