Modeling and predicting transistors’ behavior with machine learning is a high-dimensional regression problem. It has a scenario that unlabeled data is meaningful, the query has equal cost and features are numeric. During the modeling, a situation that model performs poorly in regions with high variation in output space was observed. To gain a better performance with smaller data size, a query synthesis active learning strategy and a passive learning strategy are proposed to allocate more samples in high-variant regions. The active learning approach is oriented by model performance. In this strategy, the scope would be split into multiple disjoint cells in input space to estimate and optimize their performance individually. By this way, the samples would be mainly taken in poorly performing cells. The passive learning, called Matrix Smooth, is designed based on a different idea: Since the high-variant regions can be located according to model performance, the poorly performed regions for model can also be identified by finding high-variant regions. Thus, this strategy is oriented by data analysis. It supposes the variation of output space can be reflected by the geometric angles between samples in both of input and output space. By stipulating the initial samples are sampled evenly in input space, the features are orthogonal to each other, then the angles would be only influenced by output space. New samples would be iteratively taken near the sharpest angle to smooth the matrix. Compared to active learning, passive learning avoids training model in each sampling iteration, thus significantly reduces the computational cost. The model also takes advantage of determined data size for hyper-parameter tuning. The experiments on Support Vector Regression and Deep Neural Networks show that both proposed strategies outperform evenly sampling. Especially, the Matrix Smooth is found having the ability of avoiding overfitting on Deep Neural Networks.
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Title
Active and Passive Learning for Training Data Generation in Transistor Modeling
Creators
Da Liu
Contributors
Xinghui Zhao (Advisor)
Scott Wallace (Committee Member)
Xuechen Zhang (Committee Member)
Awarding Institution
Washington State University
Academic Unit
School of Electrical Engineering and Computer Science
Theses and Dissertations
Master of Science (MS), Washington State University