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portada Multi-Label Dimensionality Reduction
Type
Physical Book
Publisher
Language
English
Pages
208
Format
Hardcover
Dimensions
23.6x15.2x1.5 cm
Weight
0.64 kg.
ISBN13
9781439806159

Multi-Label Dimensionality Reduction

Liang Sun (Author) · Shuiwang Ji (Author) · Jieping Ye (Author) · CRC Press · Hardcover

Multi-Label Dimensionality Reduction - Sun, Liang ; Ji, Shuiwang ; Ye, Jieping

New Book Imported to Taiwan
Delivery: 05 Oct - 13 Oct Shipping: 13 to 14 business days.
NT$ 5,902
NT$ 5,902

Synopsis "Multi-Label Dimensionality Reduction"

Similar to other data mining and machine learning tasks, multi-label learning suffers from dimensionality. An effective way to mitigate this problem is through dimensionality reduction, which extracts a small number of features by removing irrelevant, redundant, and noisy information. The data mining and machine learning literature currently lacks a unified treatment of multi-label dimensionality reduction that incorporates both algorithmic developments and applications. Addressing this shortfall, Multi-Label Dimensionality Reduction covers the methodological developments, theoretical properties, computational aspects, and applications of many multi-label dimensionality reduction algorithms. It explores numerous research questions, including: How to fully exploit label correlations for effective dimensionality reduction How to scale dimensionality reduction algorithms to large-scale problems How to effectively combine dimensionality reduction with classification How to derive sparse dimensionality reduction algorithms to enhance model interpretability How to perform multi-label dimensionality reduction effectively in practical applications The authors emphasize their extensive work on dimensionality reduction for multi-label learning. Using a case study of Drosophila gene expression pattern image annotation, they demonstrate how to apply multi-label dimensionality reduction algorithms to solve real-world problems. A supplementary website provides a MATLAB(R) package for implementing popular dimensionality reduction algorithms.

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