3 edition of **linear geodesic property is not generally preserved by a FIFO queue** found in the catalog.

linear geodesic property is not generally preserved by a FIFO queue

A. J. Ganesh

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- 0 Currently reading

Published
**1996**
by Hewlett Packard in Bristol [England]
.

Written in English

- Large deviations,
- Queuing theory,
- Computer networks

**Edition Notes**

Statement | A.J. Ganesh, Neil O"Connell. |

Series | [Technical report] / HP Laboratories Bristol. Basic Research Institute in the Mathematical Sciences -- HPL-BRIMS-96-06., BRIMS technical report -- HPL-BRIMS-96-06. |

Contributions | O"Connell, Neil., Hewlett-Packard Laboratories. |

The Physical Object | |
---|---|

Pagination | 15 p. ; |

Number of Pages | 15 |

ID Numbers | |

Open Library | OL17613341M |

OCLC/WorldCa | 45803139 |

Geodesics∗ (Com S / Notes) Yan-BinJia Nov5, Geodesics are the curves in a surface that make turns just to stay on the surface and never move sideways. A bug living in the surface and following such a curve would perceive it to be straight. A geodesic is a generalization of the notion of a “straight line” from a plane to a. In differential geometry, a geodesic (/ ˌ dʒ iː ə ˈ d ɛ s ɪ k, ˌ dʒ iː oʊ-,-ˈ d iː-,-z ɪ k /) is a curve representing in some sense the shortest path between two points in a surface, or more generally in a Riemannian is a generalization of the notion of a "straight line" to a more general terms "geodesic" and "geodetic" come from geodesy, the science of.

normally not used in a well-defined way (except by most real-time researchers). The next step toward the realization of the Java language’s potential for the present and the future of real-time computing is defining and writing the Real-Time Specification for Java, the first version of which is in this book. Understanding this. The Geodesic Flow. For a vector \(v∈T_aM\), consider the unique geodesic given by \(x(0)=a\), \(\dot x(0)=v\).Put \(φ^t(v)=\dot x(t)\).This is a vector in \(T_{x(t)}M\).. The computation in the previous section shows that \(φ\) is a flow map of a vector field. Indeed, we have a formula \(\ddot x=F(x, \dot x)\), and this can be represented as a system of differential equations.

What are Geodesic distances? A geodesic line is the shortest path between two points on a curved surface, like the Earth. They are the analogue of a straight line on a plane surface or whose sectioning plane at all points along the line remains normal to the surface. It is a way of showing distance on an ellipsoid whilst that distance is being projected onto a flat surface. This banner text can have markup.. web; books; video; audio; software; images; Toggle navigation.

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The linear geodesic property is not generally preserved by a FIFO queue. If a FIFO queue is fed by several input streams that jointly satisfy a sample path large deviation principle (LDP) with `linear geodesics’, then the cumulative departures (upto a large time) also satisfy the LDP with a rate function which depends in a relatively simple way on the rate function corresponding to the inputs: this was.

THE LINEAR GEODESIC PROPERTY IS NOT GENERALLY PRESERVED BY A FIFO QUEUE BY A. GANESH1 AND NEIL O'CONNELL University of London and BRIMS If a FIFO queue is fed by several input streams that jointly satisfy a sample path large deviation principle (LDP) with "linear geodesics.

It suggests the possibility of an iterative scheme which would allow one to determine the large deviation behaviour of more complicated networks. To do this, however, one would require that the linear geodesic property be preserved: in this paper we demonstrate that in general it is not preserved.

To do this, however, one would require that the linear geodesic property be preserved: in this paper we demonstrate that in general it is not preserved.

This is true even in the case of a single. It suggests the possibility of an iterative scheme which would allow one to determine the large deviation behavior of more complicated networks. To do this, however, one would require that the linear geodesic property be preserved: in this paper we demonstrate that in general it is not preserved.

THE LINEAR GEODESIC PROPERTY IS NOT GENERALLY PRESERVED BY A FIFO QUEUE A. Ganeshl and Neil O'Connel(2 BRIMS Technical Report HPL-BRIMS Abstract Ifa FIFO queue is fed by several input streams that jointly satisfy a sample path large deviation principle (LDP) with 'linear geodesics',Cited by: The linear geodesic property is not generally preserved by a FIFO queue A.

Ganesh and Neil O'Connell; 98 - Abstract PDF. Normality of tree-growing search strategies Russell Lyons and Kevin Zumbrun; - Abstract PDF.

Start studying Geo Chapter Learn vocabulary, terms, and more with flashcards, games, and other study tools. User manual for queueing, a GNU Octave package for queueing networks and Markov chains analysis.

This package supports single-station queueing systems, queueing networks and Markov chains. The queueing package implements, among others, the Mean Value Analysis (MVA) and convolution algorithms for steady-state analysis of product-form queueing networks. Ganesh and N. O'Connell, The linear geodesic property is not generally preserved by a FIFO queue, to appear in Ann.

Appl. Probab. [23] A. Ganesh and N. O'Connell, An inverse of Sanov's theorem, Preprint. [5] A. Ganesh Neil O’Connell, “The linear geodesic property is not generally preserved by a FIFO queue,” to appear in Ann. deviations characterization of the fixed point of a./G/1 queue,”. “The Geodesic Information Processing Model” and Dr Leaf’s other published research.

Dr Leaf proposed the Geodesic Information Processing model in a PhD thesis in PhD’s don’t just grow on trees. They take years of hard work and dedication, and Dr Leaf deserves credit for earning hers.

The linear geodesic property is not generally preserved by a FIFO queue Ganesh, A. and O'Connell, Neil, Annals of Applied Probability, A Global Optimization Algorithm for Sum of Linear Ratios Problem Gao, Yuelin and Jin, Siqiao, Journal of Applied Mathematics, A.

Ganesh and Neil O'Connell, "The linear geodesic property is not generally preserved by a FIFO queue," to appear in Ann. Large deviations techniques and their applications Book.

Providing QoS in Large Networks: Statistical Multiplexing and Admission Control. Authors; A.J. and O'Connell, N.

The linear geodesic property is not generally preserved by a FIFO queue. Annals of Applied Providing QoS in Large Networks: Statistical Multiplexing and Admission Control.

In: Boukas E.K., Malhamé R.P. (eds) Analysis. The linear geodesic property is not generally preserved by a FIFO queue (with N. O'Connell), Annals of Applied Probability, Large deviations of the sojourn time for.

3 Given a tangent vector v 2 TxM, there exists a unique geodesic, °v(t), with v as its initial velocity. The Riemannian exponential map, denoted Expx, maps v to the point at time one along the geodesic ° geodesic has constant speed equal to jjd°v=dtjj(t) = jjvjj, and thus the expo- nential map preserves distances from the initial point, i.e.

Numerical treatment of geodesic differential equations 21 The system of differential equations is usually very difficult to solve analytically and can be solved in special cases for plane surface,revolution surface and ruled surface but this system can be solved numerically in general case.

Ganesh and Neil O'Connell The linear geodesic property is not generally preserved by a FIFO queue. Masakiyo Miyazawa Hitting probabilities in a Markov additive process with linear movements and upward jumps: Annals of Applied Probability Vol.

The linear geodesic property is not generally preserved by a FIFO queue A. GANESH AND NEIL O'CONNELL Normality of tree-growing search strategies.

RUSSELL LYONS AND KEVIN ZUMBRUN An interruptible algorithm for perfect sampling via Markov chains JAMES ALLEN FILL Large deviations of combinatorial distributions II.

Local limit theorems. In this paper, we obtain the overflow asymptotics in a network with small buffers when the resources are accessed by a large number of stationary independent sources.

Under the assumption that the.$\begingroup$ You can check out constructions of semi-Riemannian manifolds where incompleteness happens for a specific type of geodesic (spacelike, lightlike or timelike) and doesn't happen for the others in O'Neill's book, entitled Semi-Riemannian Geometry with Applications to Relativity.

$\endgroup$ – student Sep 17 '12 at Start studying GEO. Learn vocabulary, terms, and more with flashcards, games, and other study tools.