Results 11 to 20 of about 113,551 (160)
Wrapped Geometric Distribution: A new Probability Model for Circular Data [PDF]
We propose a new family of circular distributions, obtained by wrapping geometric distribution on Z+ = 0, 1, . . ., around a unit circle. The properties of this new family of distributions are studied.
Sophy Jacob, K. Jayakumar
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On a Problem in Geometrical Probability [PDF]
We consider the following problem. Let A = (aij) be a symmetric n x n matrix of non-negative numbers with aii = 0 for all i, and let n points x1, x2, …, xn be chosen at random from the interval [0, L]. What is the probability P = P(n, A, L) that for all i and j, |xi - xj| ≥ aij?
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RECTILINEAR AND BROWNIAN MOTION FROM A RANDOM POINT IN A CONVEX REGION
A particle is projected from a point P in a subset E of a convex region H to a point Q in a uniformly random direction. The probability that Q lies in the interior of H at time t is obtained for two types of motion of the particle, rectilinear (i.e ...
Peter Ehlers, Ernest Enns, Tak Fung
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Gifted students have potential to improve countries and this potential can be revealed and developed in schools where they spend most of their times with other regular students.
Bilal ÖZÇAKIR +2 more
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On Complex Numbers in Higher Dimensions
The geometric approach to generalized complex and three-dimensional hyper-complex numbers and more general algebraic structures being based upon a general vector space structure and a geometric multiplication rule which was only recently developed is ...
Wolf-Dieter Richter
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Cracks are vitally detrimental to the load-bearing capacity of materials and further to the durability and service-life of various structures. Crack-repairing technology via embedded capsules with repair agent is becoming a promising approach to sustain ...
Lv Zhong, Chen Huisu, Yuan Haifeng
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The tessellation studied here is motivated by some stereological applications of a new expression for the motion invariant density of straight lines in R3.
Luis M Cruz-Orive
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A Laplace type problem for regular lattices with circular section obstacles [PDF]
In this paper, we compute the probability that a segment of random position and of constant length intersects a side of a regular lattice with circular sections obstacles.
D. Barilla +4 more
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Ruin probability analysis in geometric inhomogeneous claims case
The discrete time risk model with inhomogeneous claims is analyzed. The finite time ruin probability expression is obtained for the case when claims are distributed by geometric distribution with changing parameters.
Eugenija Bieliauskienė
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GEOMETRIC PROBABILITY IN THE MINKOWSKI PLANE [PDF]
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Kim, Weon-Bae, Kim, Yong-Il
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