资源论文MULTI -S CALE REPRESENTATION LEARNING FOR SPA -TIAL FEATURE DISTRIBUTIONS USING GRID CELLS

MULTI -S CALE REPRESENTATION LEARNING FOR SPA -TIAL FEATURE DISTRIBUTIONS USING GRID CELLS

2020-01-02 | |  87 |   48 |   0

Abstract

Unsupervised text encoding models have recently fueled substantial progress in Natural Language Processing (NLP). The key idea is to use neural networks to convert words in texts to vector space representations (embeddings) based on word positions in a sentence and their contexts. We see a strikingly similar situation in spatial analysis, which focuses on incorporating both absolute positions and spatial contexts of geographic objects such as Points of Interest (POIs) into models. A general space encoding method is valuable for a multitude of tasks. However, no such general model exists to date beyond simply applying discretizing or feed forward nets to coordinates, and little effort has been put into jointly modeling distributions with vastly different characteristics, which commonly emerges from GIS data. Meanwhile, Nobel Prize-winning Neuroscience research shows that grid cells in mammals provide a multi-scale periodic representation that functions as a metric for encoding space and are critical for recognizing places and for path-integration. Therefore, we propose a representation learning model called Space2vec to encode the absolute positions and spatial relationships of places. We conduct experiments on two real world geographic data 1) predict types of POIs 2) image classification leveraging their locations. Results show that because of its multi-scale representations Space2vec outperforms well established ML approaches such as RBF kernels, multi-layer feed forward nets, and tile embedding approaches for the Location Modeling tasks and image classification tasks. Detailed analysis shows that all baselines can at most well handle distribution at one scale but show poor performances in other scales. In contrast, Space2vec ’s multi-scale representation can handle distributions at different scales. 1

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