Support vector machines(支持向量機(jī))
定 價:139 元
- 作者:Andreas Christmann,Ingo Steinwart[著]
- 出版時間:2023/1/1
- ISBN:9787519296926
- 出 版 社:世界圖書出版公司
- 中圖法分類:TP38
- 頁碼:601
- 紙張:
- 版次:1
- 開本:24cm
本書旨在解釋使支持向量機(jī)(sMs)成為各種應(yīng)用的成功建模和預(yù)測工具的原理。書中通過展示支持向量機(jī)的基本概念,以及最新發(fā)展和當(dāng)前的研究問題來實(shí)現(xiàn)這一目標(biāo)。本書分析了支持向量機(jī)成功的至少三個原因:它們在只有少量自由參數(shù)的情況下很好地學(xué)習(xí)的能力,它們對幾種類型的模型違反和異常值的魯棒性,最后是它們的計算效率與其他幾種方法進(jìn)行的比較。
The goal of this book is to explain the principles that made support vector machines (SVMs) a successful modeling and prediction tool for a variety of applications. We try to achieve this by presenting the basic ideas of SVMs together with the latest developments and current research questions in a unified style. In a nutshell, we identify at least three reasons for the success of SVMs: their ability to learn well with only a very small number of free parameters, their robustness against several types of model violations and outliers, and last but not least their computational efficiency compared with several other methods.
Although there are several roots and precursors of SVMs, these methods gained particular momentum during the last 15 years since Vapnik (1995,1998) published his well-known textbooks on statistical learning theory with a special emphasis on support vector machines. Since then, the field of machine learning has witnessed intense activity in the study of SVMs, which has spread more and more to other disciplines such as statistics and mathematics. Thus it seems fair to say that several communities are currently working on support vector machines and on related kernel-based methods. Although there are many interactions between these communities, we think that there is still room for additional fruitfulinteraction and would be glad if this textbook were found helpfulin stimulating further research. Many of the results presented in this book have previously been scattered in the journal literature or are still under review. As a consequence, these results have been accessible only to a relatively small number of specialists, sometimes probably only to people from one community but not the others. In view of the importance of SVMs for statistical machine learning, we hope that the unified presentation given here will make these results more accessible to researchers and users from different communities (e.g.; from the fields of statistics, mathematics, computer science,bioinformatics, data and text mining, and engineering).