波音游戏-波音娱乐城赌球打不开

Link Copied.
Method and Electronic Device for Recovering Data Using Bi-Branch Neural Network
Communications & Information
Computer/AI/Data Processing and Information Technology

Opportunity

Recovering lost, corrupted or incomplete data is a common task in computer applications, such as image inpainting, recommendation systems, traffic sensing, system identification and multi-label image classification. As data are conventionally stored in the form of a matrix, data recovery is equivalent to inferring unknown or inauthentic values in a matrix from the known, correct values. Traditional linear methods of matrix completion, of which there are many, are inefficient and limited in their ability to consider the entire space of feasible solutions. The superiority of non-linear models has been demonstrated in areas such as emotion recognition and image inpainting. Research into more sophisticated non-linear methods is therefore required to support data recovery in a range of industries, sciences and business scenarios.

Technology

The invention is a method of data recovery using a bi-branch neural network (BiBNN) machine-learning algorithm and a device programmed to implement the algorithm. The BiBNN is effectively trained on the correct entries in an input matrix, enabling it to predict the probable values of entries that are missing or corrupted and thus output a complete matrix. For example, in image inpainting, the BiBNN can predict the colours of missing pixels to complete an image. Alternatively, if the task is recommendation, the known matrix values are users’ previous ratings of specific products, while the unknown values to be predicted are their likely ratings of products that could be recommended to them. The method uses matrix factorisation to reduce computational complexity and accomplish matrix completion within a feasible timeframe. Although based on linear methods, the method is extended to the nonlinear regime. Compared with existing methods, it is much more accurate and interpretable.

Advantages

  • Interpretable matrix-completion results
  • Guaranteed to find locally optimal solution
  • Overcomes limitations of linear matrix-completion methods
  • Applicable to a wide range of tasks and data types
  • Rapid computation

Applications

  • Image inpainting, such as in earth and planetary science
  • Recommendation systems, such as in online shopping
  • Traffic sensing, such as in transportation engineering
  • Multi-label image classification, such as in computer science
IP Status
Patent filed
Technology Readiness Level (TRL)
3
Questions about this Technology?
Contact Our Tech Manager
Contact Our Tech Manager
Method and Electronic Device for Recovering Data Using Bi-Branch Neural Network

 

Personal Information

Organization Type
Interest Areas
大发扑克娱乐场| 博E百娱乐城| 百家乐大西洋城| E乐博百家乐官网现金网| 百家乐注册赠分| 皇冠投注平台| 百家乐在线娱乐可信吗| 如何看百家乐官网的路纸| 大发888易发| 百家乐的视频百家乐| 玩百家乐官网新太阳城| 大发888娱乐城出纳柜台| 百家乐视频台球游戏| 百家乐官网真人游戏娱乐场| 卡宾娱乐| 百家乐什么方法容易赢| 澳门百家乐官网路单怎么看| 大赢家娱乐| 大发888下载网站| 澳门百家乐技巧| 苹果百家乐官网的玩法技巧和规则| 百家乐官网视频大厅| 留坝县| 大发888小陆| 百家乐蓝盾在线现| 在线百家乐有些一| 娱乐网百家乐官网的玩法技巧和规则 | 木星百家乐的玩法技巧和规则| 功夫百家乐官网的玩法技巧和规则 | 皇冠球网| 威尼斯人娱乐场怎么样| 百家乐机器出千| 嘉年华百家乐官网的玩法技巧和规则| 页游| 庆城县| 潼南县| 柞水县| 宜春市| 大发888备用网站| 电子百家乐破| 百家乐赢钱秘籍鹰|