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In the past few years, researchers have introduced several sorting algorithms to enhance time complexity, space complexity, and stability. A double hashing methodology first collects statistics about element distribution and then maps between elements of the array and indexes based on the knowledge collected during the first hashing.
Yasser M. Kadah, Hoda Osama, Amr Badr
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Double-Bit Quantization for Hashing
Hashing, which tries to learn similarity-preserving binary codes for data representation, has been widely used for efficient nearest neighbor search in massive databases due to its fast query speed and low storage cost. Because it is NP hard to directly compute the best binary codes for a given data set, mainstream hashing methods ...
Weihao Kong, Wu-Jun Li
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Fine-Grained Hashing With Double Filtering
IEEE Transactions on Image Processing, 2022Fine-grained hashing is a new topic in the field of hashing-based retrieval and has not been well explored up to now. In this paper, we raise three key issues that fine-grained hashing should address simultaneously, i.e., fine-grained feature extraction, feature refinement as well as a well-designed loss function.
Zhen-Duo Chen, Xin Luo, Yongxin Wang
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Walter A Burkhard
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IEEE Transactions on Big Data, 2019
Hashing has been widely used for nearest neighbors search over big data. Hashing encodes high dimensional data points into binary codes. Most hashing methods use the single-bit quantization (SBQ) strategy for coding the data. However, this strategy often encodes neighboring points into totally different bits.
Shengnan Wang, Chunguang Li
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Hashing has been widely used for nearest neighbors search over big data. Hashing encodes high dimensional data points into binary codes. Most hashing methods use the single-bit quantization (SBQ) strategy for coding the data. However, this strategy often encodes neighboring points into totally different bits.
Shengnan Wang, Chunguang Li
exaly +2 more sources
More analysis of double hashing
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
George S. Lueker, Mariko Molodowitch
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Peeling arguments and double hashing
The analysis of several algorithms and data structures can be reduced to the analysis of the following greedy “peeling” process: start with a random hypergraph; find a vertex of degree at most k, and remove it and all of its adjacent hyperedges from the graph; repeat until there is no suitable vertex.
Michael Mitzenmacher, Justin Thaler
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