Total Quality Assurance for the Food Industries 2001
DOI: 10.1533/9781845696153.2.383
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Cited by 17 publications
(32 citation statements)
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“…Consequently the reduced χ 2 of our chains is 28.0/24 = 1.17 for true cosmic environments, and 34.2/24 = 1.43 for shuffled environments. In the Gaussian case the uncertainty on χ 2 is σ χ 2 = √ 2(N dof ) = 6.93 Gould (2003). This indicates that the minimum χ 2 value lies well within 1σ of the expected minimum χ 2 for true environments, and just outside for shuffled environments.…”
Section: Surface Density Modelmentioning
confidence: 71%
“…Consequently the reduced χ 2 of our chains is 28.0/24 = 1.17 for true cosmic environments, and 34.2/24 = 1.43 for shuffled environments. In the Gaussian case the uncertainty on χ 2 is σ χ 2 = √ 2(N dof ) = 6.93 Gould (2003). This indicates that the minimum χ 2 value lies well within 1σ of the expected minimum χ 2 for true environments, and just outside for shuffled environments.…”
Section: Surface Density Modelmentioning
confidence: 71%
“…On the other side, Gould and Alam [28], using arguments based on calculations of asteroids trajectories [41], have pointed out that solar-bound WIMPs could evolve in a way quite different from the one derived in Ref. [27], with an ensuing suppression of the up-going muon flux usually expected from the center of the Earth for a standard halo population.…”
Section: Constraints From Neutralino-neutralino Annihilation Insmentioning
confidence: 93%
“…However, in the implementation of constraints from up-going muons at neutrino telescopes, we have also considered recent theoretical developments which may have quite contrasting effects on the expected signals [27,28]. These different instances are examined in Sect.…”
Section: Introductionmentioning
confidence: 99%
“…measuring the photocentre motion during microlensing) will be feasible quite soon, especially with the foreseen fame, gaia and sim astrometric satellites. I do not discuss it further and refer the reader to the review of Gould (2001); let me mention only that astrometric microlensing has a shallower dependence on the impact parameter, and that it provides information complementary to that of photometric microlensing; this will help in breaking the timescale degeneracy. Apart from microlensing timescale, the other important observable is its rate.…”
Section: Simple Microlensingmentioning
confidence: 99%
“…As the present review is short and contains no calculations, I refer the interested reader to other sources (Paczyński, 1996;Roulet and Möllerach, 1997;Gould, 2000;Gould, 2001). …”
Section: Introductionmentioning
confidence: 99%