Linear cross-modal hashing for efficient multimedia search
By Xiaofeng Zhu, Zi-Liang Huang, Heng Tao Shen, Xin Zhao. ACM Multimedia, 2013
297 citations recorded by the source corpus.
Subfields: Computer Vision and Pattern Recognition
View Paper: https://www.semanticscholar.org/paper/ddb3cb017d3f82b4ff700dc7cda63be90b9c1c7c
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In Computer Vision and Pattern Recognition
Citations in the corpus
- Robust Unsupervised Cross-modal Hashing for Multimedia Retrieval (2020, methodology): “Although most existing UCMH methods show promising performances, they can only handle the fully paired data by requiring that all the objects be fully paired or have the one-to-one correspondence among different modalities (as shown in Figure 1(a)) [8, 10, 14, 15, 34, 42, 44, 45, 47].”
- Discriminative coupled dictionary hashing for fast cross-media retrieval (2014, methodology): “Cross-media hashing is a new research area and there has been only limited research efforts focusing on it so far [3, 9, 28, 29, 15, 30, 25].”
- A Survey on Learning to Hash (2016, background): “This topic is attracting a lot of research efforts nowadays, such as collaborative hashing [89], [167], collaborative quantization [173], and cross-media hashing [134], [135], [178], [161], [83].”
- Unsupervised Deep Hashing with Similarity-Adaptive and Discrete Optimization (2018, methodology): “Many learning-based hashing algorithms have been developed according to different scenarios, including the supervised methods [22], [30], [37], [40], [47], unsupervised methods [10], [12], [29], [31], [49] and cross-modal hashing methods [17], [24], [53], [58], etc.”
- Hashing for Similarity Search: A Survey (2014, background): “This topic is attracting a lot of research efforts, such as collaborative hashing [85], and cross-media hashing [120], [121], [152].”
- Adversarial Cross-Modal Retrieval (2017, methodology): “The binary approaches, also referred to as cross-modal hashing are more geared towards retrieval efficiency and aim at mapping the items of different modalities into a common binary Hamming space [24, 27, 34, 42].”
- A Survey of Multi-View Representation Learning (2016, unknown): “[149] introduce linear cross-modal hashing (LCMH), which adopts a “two-stage” strategy to learn cross-view hashing functions.”
- Efficient kNN classification algorithm for big data (2016, methodology): “These methods were mainly applied for fast search [17,18], dimension reduction [19,20], and improving the efficiency of the algorithms.”
- Efficient kNN Classification With Different Numbers of Nearest Neighbors (2018, background): “Usually, (2) is called ridge regression [23], [31] with a close solution W = (XT X + ρI)−1XT X.”
- A Comprehensive Survey on Cross-modal Retrieval (2016, methodology): “Zhu et al. [63] propose a novel hashing method, named linear cross-modal hashing (LCMH), to enable scalable indexing for multimedia search.”
- Cross-Modal Retrieval With CNN Visual Features: A New Baseline (2017, background): “To address the problem of prohibitively expensive nearest neighbor search, some hashingbased approaches [3], [26], [28], [43], [44], [59], [65], [67], [69], [70] to large scale similarity search have drawn much interest from the cross-modal retrieval community.”
- Semantics-preserving hashing for cross-view retrieval (2015, background): “Recently, various hashing methods for cross-view retrieval have been proposed, including unsupervised ones [27, 14, 3, 25] and supervised ones [1, 9, 24, 23, 18, 17, 26, 19].”
- Correlation Hashing Network for Efficient Cross-Modal Retrieval (2016, methodology): “Following prior works [36, 28], we prune the original NUSWIDE dataset to form a new dataset consisting of 195,834 image-text pairs that belong to one of the 21 most frequent concepts.”
- Learning in high-dimensional multimedia data: the state of the art (2015, background): “Very recently, hashing [108,113,106,82,114,105,79,21, 116,115] has attracted enormous attention from different research areas to achieve fast similarity search due to its high efficiency in terms of the storage and computational cost.”
- Robust Joint Graph Sparse Coding for Unsupervised Spectral Feature Selection (2017, unknown): “For example, an 1-norm regularizer [43], [44], [48] leads to the element sparsity and an 2,1-norm regularizer [49] results in the group sparsity, while a mixed-norm regularizer combining an 1-norm with an 2,1-norm [50] produces the mixed sparsity.”