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Packets travelling in non-homogeneous networks
Proceedings of the 14th ACM international conference on Modeling, analysis and simulation of wireless and mobile systems, 2011This paper considers a probability model for travel of a packet from a source node to a destination node in a large non-homogeneous multiple hop network with unreliable routing tables. Use of a random model is justified by the lack of precise information that can be used in each step of the packet's travel, and randomness can also be useful in ...
Omer H. Abdelrahman, Erol Gelenbe
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On the Index of non-homogeneity of the graphs of polyhedra
Discrete Mathematics and Applications, 1994Summary: For the maximum number \(k(B)\) of the vertices of different degrees in a graph from the class of all graphs of polyhedra with \(B\geq 5\) vertices we find the bounds \[ -17/2+ 2\sqrt{B+ 101/16}\leq k(B)\leq 7/2+ 2\sqrt{B- 79/16}. \] {}.
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Plasticity Under Non-Homogeneous Conditions
1962Publisher Summary The theory of plasticity represents one of the branches of rapidly developing continuum mechanics. The progress consists of both a careful analysis of the basic equations and physical relations and an extension of the range of problems and effective solutions covered by this theory.
Olszak, W. +2 more
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1974
This chapter will be the first of three to be devoted to the relationships between a space X and its growth X* = βX\X. In order to be certain that in considering growths of Stone-Cech compactifications we will not be discussing a restricted class of spaces, we will first follow the outline of [GJ, ex.
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This chapter will be the first of three to be devoted to the relationships between a space X and its growth X* = βX\X. In order to be certain that in considering growths of Stone-Cech compactifications we will not be discussing a restricted class of spaces, we will first follow the outline of [GJ, ex.
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2013
Until now, we have considered the vacuum to be an ‘empty’ state with all quantum numbers zero. In the following section, we replace that ‘empty’ vacuum state with some macroscopic background, which may in general be inhomogeneous and incoherent.
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Until now, we have considered the vacuum to be an ‘empty’ state with all quantum numbers zero. In the following section, we replace that ‘empty’ vacuum state with some macroscopic background, which may in general be inhomogeneous and incoherent.
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A Non-Homogeneity Property of σ-Ideals
Proceedings of the American Mathematical Society, 1995Summary: The object of this note is to prove a theorem of P. Chernoff and R. Solovay concerning a structural property of \(\omega_1\)-saturated ideals. Their proof used Boolean-valued models; the present proof does not use any specialized tools of mathematical logic.
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Note on the non-homogeneous Prendiville process
Mathematical Biosciences, 1998By creating an auxiliary process, this note obtains complete solution to the distribution of the non-homogeneous Prendiville process. In addition, an error in the literature of the original Prendiville process is corrected.
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Multiresolution Analysis in Non-Homogeneous Media
Sixth Multidimensional Signal Processing Workshop, 1989Summary form only given, as follows. Various versions of wavelet analysis valid in a non-translation-invariant setting are described. Here, the scale is allowed to change at various points in space, as well as the analyzing wavelets. Such a generalized time (space) frequency analysis could find uses in a variety of signal and image processing contexts,
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Measuring the dynamic airline energy efficiency with non-homogeneous structures
Energy, 2023Qiang Cui
exaly