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Gang Qian

Researcher at University of Central Oklahoma

Publications -  28
Citations -  1084

Gang Qian is an academic researcher from University of Central Oklahoma. The author has contributed to research in topics: Search engine indexing & Tree (data structure). The author has an hindex of 9, co-authored 28 publications receiving 994 citations. Previous affiliations of Gang Qian include Michigan State University.

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Proceedings ArticleDOI

Segmentation and histogram generation using the HSV color space for image retrieval

TL;DR: The feature extraction method has been applied for both image segmentation as well as histogram generation applications - two distinct approaches to content based image retrieval (CBIR), showing better identification of objects in an image.
Proceedings ArticleDOI

Similarity between Euclidean and cosine angle distance for nearest neighbor queries

TL;DR: This paper compares two commonly used distance measures in vector models, namely, Euclidean distance (EUD) and cosine angle distance (CAD), for nearest neighbor (NN) queries in high dimensional data spaces and shows that CAD works no worse than EUD.
Book ChapterDOI

The ND-tree: a dynamic indexing technique for multidimensional non-ordered discrete data spaces

TL;DR: In this paper, a dynamic indexing technique called the ND-tree is proposed to support efficient similarity searches in an NDDS, which extends the relevant geometric concepts as well as some indexing strategies used in CDSs to NDDSs.

A Dynamic Indexing Technique for Multidimensional Non-ordered Discrete Data Spaces

TL;DR: The key idea is to extend the relevant geometric concepts as well as some indexing strategies used in CDSs to NDDSs, and demonstrate that the performance of the ND-tree is significantly better than that of the linear scan and M-tree in high dimensionalNDDSs.
Journal ArticleDOI

Dynamic indexing for multidimensional non-ordered discrete data spaces using a data-partitioning approach

TL;DR: The experimental results on synthetic data and real genome sequence data demonstrate that the ND-tree outperforms the linear scan, the M-tree and the Slim-trees for similarity searches in multidimensional NDDSs.