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5
使用 PyTorch 实现和训练神经网
络
通过反向传播计算梯度
Neural Networks
Motivating Example: Learning a
Feature Transformation
Feed-Forward Neural Networks
Training via Stochastic Gradient
Descent
Implementing and Training Neural
Nets with PyTorch
Gradient Computation via Back-
Propagation
了解如何使用 PyTorch 实现神经网络 Understand 2-layer
feedforward neural networks: include learning feature
transformations, network architecture, choice of activation
functions and training loss
Understand mini-batch training and stochastic gradient
descent
Understand the back-propagation approach to gradient
computation
Know how to implement a neural network using PyTorch
卷积和深度神经网络
例子:ImageNet 大型视觉识别挑
战
深度网络和特性层次结构
二维卷积基础知识
卷积神经网络
在 PyTorch 中创建和可视化卷积
层
训练 CNN 网络:
Backpropagation, Batch-Norm,
Dropout 等
从著名的预先培训的网络中学习
Convolutional and Deep Neural Networks
Motivation: ImageNet Large-Scale
Visual Recognition Challenge
Deep Networks and Feature
Hierarchies
2D Convolution Basics
Convolutional Neural Networks
Creating and Visualizing
Convolutional Layers in PyTorch
Training CNNs: Backpropagation,
Batch-Norm, Dropout, Etc.
Transfer Learning from Famous
Pre-Trained Networks
认识到 CNN 网络可用来学习和挖掘层次特征
二维卷积:
理解局部模式匹配
理解卷积的边界条件以及其和相关性之间的关系
知道如何使用 scipy.signal 和 PyTorch 实现卷积
卷积神经网络:
理解卷积层,稠密层,子抽样,池化理解反向传播训练
识别训练技巧,如批处理规范、辍学、数据扩充
迁移学习和预培训网络:
熟悉 AlexNet、VGG、Inception、ResNet 等著名网络,
知道如何在 PyTorch 中使用预先训练好的网络
Recognize CNNs as learning and exploiting hierarchical
features
2D convolution:
Understand as local pattern matching
Understand boundary conditions and relation between
convolution and correlation
Know how to implement convolution with scipy.signal
and PyTorch
Convolutional neural networks:
Understand convolutional layers, dense layers,
subsampling, pooling
Understand backpropagation training
Recognize training tricks like batch-norm, dropout, data
augmentation
Transfer learning and pre-trained networks:
Be familiar with AlexNet, VGG, Inception, ResNet, and
other famous networks
Know how to work with pre-trained networks in PyTorch
主成分分析
降维
主成分分析
数据可视化 PCA
通过 SVD 计算 PCA
Python 示例:特征面和基于 PCA
的分类
Principal Component Analysis
Dimensionality Reduction
Principal Component Analysis
(PCA)
PCA for Data Visualization
Computing PCA via the SVD
Python Example: Eigenfaces and
PCA-based Classification
了解特征降维的需求
将主成分分析理解为 RSS-极小化线性逼近
理解正交投影
将 PCA 理解为子空间拟合
理解数据协方差特征向量在 PCA 中的作用
了解如何使用 PoV 度量 PCA 的性能
了解如何使用 SVD 计算 PCA
了解如何将 PCA 用于数据可视化
了解 PCA 系数在监督学习任务中的应用 Recognize need
for feature dimensionality reduction
Understand PCA as RSS-minimizing linear approximation
Understand orthogonal projection
Recognize PCA as subspace fitting
Understand the role of the data-covariance eigenvectors in
PCA
Know how to measure PCA performance using PoV
Understand how to compute PCA using the SVD
Understand how PCA can be used for data visualization
Understand how the PCA coefficients can be used in
supervised learning tasks