Music generation research has grown in popularity over the past decade, thanks to the deep learning revolution that has redefined the landscape of artificial intelligence. In this paper, we propose a novel approach to music generation inspired by musical segment concatenation methods and hash learning algorithms. Given a segment of music, we use a deep recurrent neural network and ranking-based hash learning to assign a forward hash code to the segment to retrieve candidate segments for continuation with matching backward hash codes. The proposed method is thus called Deep Segment Hash Learning (DSHL). To the best of our knowledge, DSHL is the first end-to-end segment hash learning method for music generation, and the first to use pair-wise training with segments of music. We demonstrate that this method is capable of generating music which is both original and enjoyable, and that DSHL offers a promising new direction for music generation research.
Cross-modal hashing has become a popular research topic in recent years due to the efficiency of storing and retrieving high-dimensional multimodal data represented by compact binary codes. While most cross-modal hash functions use binary space partitioning functions (e.g. the sign function), our method uses ranking-based hashing, which is based on numerically stable and scale-invariant rank correlation measures. In this paper, we propose a novel deep learning architecture called Deep De-correlated Subspace Ranking Hashing (DDSRH) that uses feature-ranking methods to determine the hash codes for the image and text modalities in a common hamming space. Specifically, DDSRH learns a set of de-correlated nonlinear subspaces on which to project the original features, so that the hash code can be determined by the relative ordering of projected feature values in a given optimized subspace. The network relies upon a pre-trained deep feature learning network for each modality, and a hashing network responsible for optimizing the hash codes based on the known similarity of the training image-text pairs. Our proposed method includes both architectural and mathematical techniques designed specifically for ranking-based hashing in order to achieve de-correlation between the bits, bit balancing, and quantization. Finally, through extensive experimental studies on two widely-used multimodal datasets, we show that the combination of these techniques can achieve state-of the-art performance on several benchmarks. We present two algorithms for the approximate nearest neighbor problem in high-dimensional spaces. For data sets of size n living in R d , the algorithms require space that is only polynomial in n and d, while achieving query times that are sub-linear in n and polynomial in d. We also show applications to other high-dimensional geometric problems, such as the approximate minimum spanning tree. The article is based on the material from the authors' STOC'98 and FOCS'01 papers. It unifies, generalizes and simplifies the results from those papers. 