Dynamically Adaptive Partition-Based Interest Management in Distributed Simulation

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Date

2006

Authors

Kumova, Bora İsmail

Journal Title

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Publisher

Elsevier Ltd.

Open Access Color

BRONZE

Green Open Access

Yes

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No
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Abstract

Performance and scalability of distributed simulations depends primarily on the effectiveness of the employed interest management (IM) schema that aims at reducing the overall computational and messaging effort on the shared data to a necessary minimum. Existing IM approaches, which are based on variations or combinations of two principle data distribution techniques, namely region-based and grid-based techniques, perform poorly if the simulation develops an overloaded host. In order to facilitate distributing the processing load from overloaded areas of the shared data to less loaded hosts, the partition-based technique is introduced that allows for variable-size partitioning the shared data. Based on this data distribution technique, an IM approach is sketched that is dynamically adaptive to access latencies of simulation objects on the shared data as well as to the physical location of the objects. Since this re-distribution is decided depending on the messaging effort of the simulation objects for updating data partitions, any load balanced constellation has the additional advantage to be of minimal overall messaging effort. Hence, the IM schema dynamically resolves messaging overloading as well as overloading of hosts with simulation objects and therefore facilitates dynamic system scalability.

Description

Keywords

Adaptive systems, Adaptability, Distributed simulation, Interest management, Load distribution, Adaptability, Distributed simulation, Interest management, Adaptive systems, Load distribution

Fields of Science

0211 other engineering and technologies, 0202 electrical engineering, electronic engineering, information engineering, 02 engineering and technology

Citation

Kumova, B. İ. (2006). Dynamically adaptive partition-based interest management in distributed simulation. Simulation Modelling Practice and Theory, 14(7), 1022-1042. doi:10.1016/j.simpat.2006.07.002

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Q1

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OpenCitations Citation Count
1

Source

Simulation Modelling Practice and Theory

Volume

14

Issue

7

Start Page

1022

End Page

1042
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1

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1

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741

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391

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