Estimation of ergodicity limits of bag-of-words modeling for guaranteed stochastic convergence
作者:
Highlights:
• A dual ergodicity limits-based bag-of-words (DEL-BoW) technique is suggested that guarantees robustness against random initialization, estimates optimal model-order, and achieves enhanced modeling performance.
• In the DEL-BoW modeling technique, two limits are estimated to the random variable of the performance in order to guarantee ergodicity of the process.
• The first limit, with a larger radius of convergence, allows to have robustness against random initialization in the modeling process and helps in the estimation of optimal model-order.
• The second limit, with a smaller radius of convergence, helps in achieving enhanced modeling performance for the optimal model-order.
• The DEL-BoW modeling technique is applied to Caltech-101, Caltech-256, 15-Scenes, and Flower-102 datasets.
• Excellent modeling performance is reported when using DEL-BoW modeling technique to the aforementioned datasets.
摘要
•A dual ergodicity limits-based bag-of-words (DEL-BoW) technique is suggested that guarantees robustness against random initialization, estimates optimal model-order, and achieves enhanced modeling performance.•In the DEL-BoW modeling technique, two limits are estimated to the random variable of the performance in order to guarantee ergodicity of the process.•The first limit, with a larger radius of convergence, allows to have robustness against random initialization in the modeling process and helps in the estimation of optimal model-order.•The second limit, with a smaller radius of convergence, helps in achieving enhanced modeling performance for the optimal model-order.•The DEL-BoW modeling technique is applied to Caltech-101, Caltech-256, 15-Scenes, and Flower-102 datasets.•Excellent modeling performance is reported when using DEL-BoW modeling technique to the aforementioned datasets.
论文关键词:Bag-of-words,Ergodicity,Statistical modeling,Stochastic process
论文评审过程:Received 29 April 2019, Revised 23 September 2019, Accepted 19 October 2019, Available online 21 October 2019, Version of Record 1 November 2019.
论文官网地址:https://doi.org/10.1016/j.patcog.2019.107094