Binder: Hierarchical Concept Representation through Order Embedding of Binary Vectors

23 Sept 2023 (modified: 11 Feb 2024)Submitted to ICLR 2024EveryoneRevisionsBibTeX
Primary Area: representation learning for computer vision, audio, language, and other modalities
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Keywords: Concept Graph, Hierarchical Embedding, Order Embedding, Binary Vector Embedding
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Abstract: For natural language understanding and generation, embedding concepts using an order-based representation is an essential task. Unlike traditional point vector based representation, an order-based representation imposes geometric constraints on the representation vectors for explicitly capturing various semantic relationships that may exist between a pair of concepts. In existing literature, several approaches on order-based embedding have been proposed, mostly focusing on capturing hierarchical relationships; examples include, Order embedding, Poincar\'e embedding on hyperbolic space, and Box embedding. Each of the above approaches suffers from some significant weaknesses. Order embedding fails to capture full spectrum of logical operations (such as, inverse, union) on their embedding vectors, which are essential for deducing complementary or aggregated concepts. Box embedding overcomes this limitation by making the representation richer, but along the process it sacrifices simplicity requiring custom-made optimization scheme for learning the representation. Poincar\'e embedding improves embedding quality by exploiting the ever-expanding property of hyperbolic space, but it also suffers from the same fate as box embedding as gradient descent like optimization is not easy in the hyperbolic space. In this work, we propose BINDER, a novel approach for order-based representation. BINDER uses binary bits as representation vectors. BINDER uses a simple, yet efficient algorithm for learning representation vectors in a fraction of time in comparison to existing order-based representation learning methods. Our experimental results show that BINDER is very accurate, yielding better results than the existing state-of-the-art methods for both prediction and reconstruction tasks.
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Submission Number: 8183
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