We prove concentration inequalities for functions of independent random variables {under} sub-gaussian and sub-exponential conditions. The utility of the inequalities is demonstrated by an extension of the now classical method of Rademacher complexities to Lipschitz function classes and unbounded sub-exponential distribution.
翻译：我们证明独立随机变数{under}的亚高西语和亚特质条件功能的集中不平等。 不平等的效用表现在将目前传统的Rademacher复杂程度方法延伸至Lipschitz功能类别和无限制的亚特质分布。
相关内容
iOS 8 提供的应用间和应用跟系统的功能交互特性。
Source: iOS 8 Extensions: Apple’s Plan for a Powerful App Ecosystem
- Today (iOS and OS X): widgets for the Today view of Notification Center
- Share (iOS and OS X): post content to web services or share content with others
- Actions (iOS and OS X): app extensions to view or manipulate inside another app
- Photo Editing (iOS): edit a photo or video in Apple's Photos app with extensions from a third-party apps
- Finder Sync (OS X): remote file storage in the Finder with support for Finder content annotation
- Storage Provider (iOS): an interface between files inside an app and other apps on a user's device
- Custom Keyboard (iOS): system-wide alternative keyboards
Source: iOS 8 Extensions: Apple’s Plan for a Powerful App Ecosystem
专知会员服务
31+阅读 · 2019年10月17日
Arxiv
0+阅读 · 2021年4月27日
Arxiv
3+阅读 · 2018年3月26日
相关主题
相关VIP内容
专知会员服务
31+阅读 · 2019年10月17日
相关资讯
微信扫码咨询专知VIP会员