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On-line search for mobile users

Proceedings IEEE 24th Annual Joint Conference of the IEEE Computer and Communications Societies., 2005
The problem of searching for mobile users in cellular networks is addressed in this study. Previous studies addressing this issue have focused on the problem of searching for a single user. The underlying assumption for this approach is that some straightforward strategy of searching for multiple users can be easily derived from a single user search ...
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Line arrangements and range search

Information Processing Letters, 1988
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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An improvement of the Goldstein line search

Optimization Letters
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Arnold Neumaier, Morteza Kimiaei
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A search for the prewetting line

The Journal of Chemical Physics, 1986
This paper describes efforts to locate the prewetting line in a binary liquid system (isopropanol–perfluoromethylcyclohexane) at the vapor–liquid interface. We placed tight upper bounds on the temperature separation (0.2 K) between the prewetting line and the line of bulk liquid phase separation.
James W. Schmidt, Michael R. Moldover
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On-Line Searching in Simple Polygons

1999
In this paper we study the problem of a robot searching for a visually recognizable target in an unknown simple polygon. We present two algorithms. Both work for arbitrarily oriented polygons. The search cost is proportional to the distance traveled by the robot. We use competitive analysis to judge the performance of our strategies. The first one is a
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Search and Rescue on the Line

2023
Jared Ray Coleman   +2 more
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Globalization by Line-Search

2003
There is no guarantee that the local algorithms in chapters 12 and 13 will converge when they are started at a point x 1 far from a solution x * to problem (P E ) or (P EI ). They can generate erratic sequences, which may by chance enter the neighborhood of a solution and then converge to it; but most often, the sequences will not converge. There exist
J. Frédéric Bonnans   +3 more
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Parallel line search

2009
We consider the well-known line search algorithm that iteratively refines the search interval by subdivision and bracketing the optimum. In our applications, evaluations of the objective function typically require minutes or hours, so it becomes attractive to use more than the standard three steps in the subdivision, performing the evaluations in ...
Peachey, T. C., Abramson, D., Lewis, A.
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Line Searches

2022
J J McKeown, D Meegan, D Sprevak
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A Stochastic Line Search Method with Expected Complexity Analysis

SIAM Journal on Optimization, 2020
Katya Scheinberg
exaly  

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