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tiling延森-香农

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Problem Learning "an optimal" spatial BoW representation from data. Abstract Spatial Pyramid Matching (SPM) assumes that the spatial Bag-of-Words (BoW) representation is independent of data. However, evidence has shown that the assumption usually leads to a suboptimal representation. In this paper, we propose a novel method called Jensen-Shannon (JS) Tiling to learn the BoW representation from data directly at the BoW level. The proposed JS Tiling is especially appropriate for large-scale datasets as it is orders of magnitude faster than existing methods, but with comparable or even better classification precision. Specifically, JS Tiling systematically generates all possible spatial BoW representations called tilings, which are then evaluated using the computationally inexpensive metric based on the JS divergence. Experimental results on four benchmarks including two TRECVID12 datasets validate that JS Tiling outperforms the SPM and the sta

文 件 列 表

example
bow_lib.r
classification.r
costfun_lib.r
image_main.r
image_main_nnorm.r
image_main_tiling_membership.r
labels.labels
partation1.par
partation2.par
partation3.par
partation4.par
partation5.par
rectangle_mask_4x4
stirling.r
TilingFunGen.java
tiling_lib.r
.RData

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