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删除848字节 、 2020年11月12日 (四) 20:25
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===SugarScape on steroids===
 
===SugarScape on steroids===
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Due to the emergent nature of [[agent-based model]]s (ABMs), it is critical that the population sizes in the simulations match the population sizes of the dynamic systems being modelled.<ref>{{cite journal
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随着[[基于主体的模型]](ABM)的兴起,在建模时,仿真中的总体大小与动态系统的总体大小相匹配是至关重要的。<ref>{{cite journal
 
|last1=Gilbert
 
|last1=Gilbert
 
|first1=Nigel
 
|first1=Nigel
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  |pmid=12011398
 
  |pmid=12011398
 
}}</ref>  
 
}}</ref>  
随着[[基于主体的模型]](ABM)的兴起,在建模时,仿真中的总体大小与动态系统的总体大小相匹配是至关重要的。
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However, the performance of contemporary agent simulation frameworks has been inadequate to handle such large population sizes and parallel computing frameworks designed to run on [[computing cluster]]s has been limited by available bandwidth. As computing power increases with [[Moore's law]], the size and complexity of simulation frameworks can be expected to increase. The team of R. M. D’Souza, M. Lysenko and K Rahmani from [[Michigan Technological University]] used a Sugarscape model to demonstrate the power of [[Graphics processing unit]]s (GPU) in ABM simulations with over 50 updates per second with agent populations exceeding 2 million.
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但是,现代主体仿真程序框架的性能不足以处理如此大的人口规模,并且设计运行计算集群的并行计算框架受到可用带宽的限制。根据摩尔定律,随着计算能力的增加,仿真框架的规模和复杂度也会随之增加。来自密歇根理工大学的R. M. D’Souza, M. Lysenko and K Rahmani使用糖域模型来证明ABM仿真中的图形处理单元(GPU)每秒更新50多次,主体人数超过200万。<ref>{{cite journal
但是,现代主体仿真程序框架的性能不足以处理如此大的人口规模,并且设计为在计算集群上运行的并行计算框架受到可用带宽的限制。根据摩尔定律,随着计算能力的增加,仿真框架的规模和复杂度也会随之增加。来自密歇根理工大学的R. M. D’Souza, M. Lysenko and K Rahmani使用糖域模型来证明ABM仿真中的图形处理单元(GPU)每秒更新50多次,主体人数超过200万。<ref>{{cite journal
   
|title=SugarScape on steroids: simulating over a million agents at interactive rates
 
|title=SugarScape on steroids: simulating over a million agents at interactive rates
 
|first1=Roshan M.  
 
|first1=Roshan M.  

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