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Variable Structure IMM Using Minimal Sub-Model-Set Switching

机译:使用最小子模型集切换的可变结构IMM

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摘要

In this paper, the Variable Structure Multiple Model (VSMM) approach to maneuvering target tracking problem is considered. A new VSMM design - the Minimal Sub-Model-Set Switching (MSMSS) algorithm for tracking a maneuvering target is presented. In this algorithm: - a core model is used to represent the most likely true system mode; - edge models are used to represent other possible true system modes based on their connectivity with the core model; - a minimal sub-model-set (MSMS) is defined by the core and its edge models and their transition probabilities as determined from the model transition probability matrix for the full model set. The MSMSS algorithm adaptively determines the MSMS of models from the total model set and uses this to perform multiple model (MM) estimation. Simulation results demonstrate that, compared to a standard IMM, the proposed algorithms require significantly lower computation while maintaining similar tracking performance. Alternatively, for a computational load similar to IMM, the new algorithms display significantly improved performance.
机译:本文考虑了机动目标跟踪问题的可变结构多重模型(VSMM)方法。提出了一种新的VSMM设计-用于跟踪机动目标的最小子模型集切换(MSMSS)算法。在该算法中:-核心模型用于表示最可能的真实系统模式; -边缘模型用于基于其与核心模型的连通性来表示其他可能的真实系统模式; -核心及其边缘模型及其转移概率定义了最小子模型集(MSMS),该模型由完整模型集的模型转移概率矩阵确定。 MSMSS算法从总的模型集中自适应地确定模型的MSMS,并使用它来执行多模型(MM)估计。仿真结果表明,与标准的IMM相比,所提出的算法所需的计算量显着降低,同时保持了相似的跟踪性能。或者,对于类似于IMM的计算负载,新算法显示出显着提高的性能。

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