《Efficient Deep Learning Book》[EDL] Chapter 7 - Automationerrors. This approach is also called Configuration Selection because we are aiming to find optimal hyperparameter values. BOS is likely to reach the optimum configuration faster than Grid and Random searches configurations and adaptively allocates more resources to the promising ones. This is called Configuration Evaluation. Let's discuss it in detail in the next section. Figure 7-3: (a) Bayesian Optimization errors. (b) This plot shows the validation error as a function of resources allocated to each configuration. Promising configurations get more resources. Source: Hyperband2 2 Li, Lisha, et al. "Hyperband:0 码力 | 33 页 | 2.48 MB | 1 年前3
机器学习课程-温州大学-特征工程文本方面的词袋模型、词嵌入模型等 3. 特征提取 18 许永洪,吴林颖.中国各地区人口特征和房价波动的动态关系[J].统计研究,2019,36(01) 1.PCA(Principal Component Analysis,主成分分析) PCA 是降维最经典的方法,它旨在是找到数据中的主成分,并利 用这些主成分来表征原始数据,从而达到降维的目的。 PCA 的思想是通过坐标轴转换,寻找数据分布的最优子空间。 的样本降低到? 维 步骤 3. 特征提取 降维 19 许永洪,吴林颖.中国各地区人口特征和房价波动的动态关系[J].统计研究,2019,36(01) 2. ICA(Independent Component Analysis,独立成分分析) ICA独立成分分析,获得的是相互独立的属性。ICA算法本质寻找一 个线性变换 ? = ??,使得 ? 的各个特征分量之间的独立性最大。 PCA 对数据0 码力 | 38 页 | 1.28 MB | 1 年前3
机器学习课程-温州大学-11机器学习-降维30 3.PCA(主成分分析) 01 降维概述 02 SVD(奇异值分解) 03 PCA(主成分分析) 31 3.PCA(主成分分析) 主成分分析(Principal Component Analysis,PCA)是一种降维方法, 通过将一个大的特征集转换成一个较小的特征集,这个特征集仍然包含 了原始数据中的大部分信息,从而降低了原始数据的维数。 减少一个数据集的特征数 Dimensionality of Data with Neural Networks.[J]. Science, 2006. [3] Jolliffe I T . Principal Component Analysis[J]. Journal of Marketing Research, 2002, 87(4):513. [4] 李航. 统计学习方法[M]. 北京: 清华大学出版社,20190 码力 | 51 页 | 3.14 MB | 1 年前3
《Efficient Deep Learning Book》[EDL] Chapter 4 - Efficient Architectures4-15. The encoder RNN transforms the english sequence to a latent representation . The decoder component receives and outputs spanish language sequence . Figure 4-15: RNN Encoder-Decoder This basic idea are grouped under the Sparse group. After input sequence and the attention parameters, the next component to attack is the softmax computation. The Low Rank methods project the keys and the values to a0 码力 | 53 页 | 3.92 MB | 1 年前3
keras tutorial..................................................................... 7 3. Keras ― Backend Configuration ............................................................................................. install using the below command: pip install TensorFlow Once we execute keras, we could see the configuration file is located at your home directory inside and go to .keras/keras.json. keras.json { folder name and add the above configuration inside keras.json file. We can perform some pre-defined operations to know backend functions. 3. Keras ― Backend Configuration Keras 100 码力 | 98 页 | 1.57 MB | 1 年前3
Lecture 2: Linear RegressionLinear Regression September 13, 2023 16 / 31 GD Algorithm (Contd.) In more details, we update each component of θ according to the fol- lowing rule θj ← θj − α∂J(θ) ∂θj , ∀j = 0, 1, · · · , n Calculating0 码力 | 31 页 | 608.38 KB | 1 年前3
Lecture 1: Overviewreplace these with fewer ones, without loss of information. On simple way is to use PCA (Principal Component Analysis) Suppose that all data are in a space, we first find the direction of high- est variance0 码力 | 57 页 | 2.41 MB | 1 年前3
Lecture 6: Support Vector Machinethe unsupervised learning algorithms too can be kernelized (e.g., K-means clustering, Principal Component Analysis, etc.) Feng Li (SDU) SVM December 28, 2021 53 / 82 Kernelized SVM Training SVM dual0 码力 | 82 页 | 773.97 KB | 1 年前3
Lecture Notes on Support Vector Machineregression, etc. Many of the unsupervised learning algorithms (e.g., K-means clustering, Principal Component Analysis, etc.) can be kernelized too. Recall that, the dual problem of SVM can be formulated as0 码力 | 18 页 | 509.37 KB | 1 年前3
Lecture Notes on Gaussian Discriminant Analysis, Naivetraining data are denoted by {x(i), y(i)}i=1,··· ,m, where x(i) is a n-dimensional vector with each component x(i) j ∈ {0, 1} (j = 1, · · · , n), and y(i) ∈ {1, · · · , k}. For brevity, we use [k] to denote0 码力 | 19 页 | 238.80 KB | 1 年前3
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