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A further alteration of this geometry, locally resembling the Minkowski universe, derives from the use of a four-dimensional continuum containing mass points.
Mathematically, gravitational potentials in the Riemannian space can be evaluated by the procedures of tensor analysis to yield a solution of the Einstein gravitational field equations outside the mass points themselves, for any particular distribution of matter.
(Hamiltonian formalism of mass points).
The mass points (or combinations of mass points) and their associated probabilities are estimated with other model parameters.
The structure was divided into finite elements, mass points were placed at the mid-point of each element, and the mass points were connected by springs without mass.
The number of mass points is determined by adding consecutively mass points as long as the AIC decreases (Gaure et al. 2007).
More mass points with delicate distributions might be responsible for this phenomenon.
Similar(4)
In this paper, we develop a new alignment method which avoids the use of markers and instead traces the computed paths of many identifiable 'local' center-of-mass points as the sample is rotated.
The likelihood function obtains its maxima at three mass-points in the distribution of unobserved heterogeneity.
The dynamics of deformable objects and the cutting-induced deformation are simulated by the force propagation among the mass-points.
When μ is a nonnegative Radon measure without mass-points, Lemma 2.3 in [6] tells us that some classical results for (omegain A_{p}(mu)) also hold.
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