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    Lecture 5 Convolutional Neural Networks

    Tags:   DeepLearning    CS231n   
    • Convolutional Network: NN using convolutional layers
      • We want to preserve spatial structure of image! But Fully connected NN cannot do that.
      • preserve (horizon * vertical * channel) structure
      • For 32 * 32 * 3 image,
        • convolve the filter(5 * 5 * 3)(or receptive field for each neuron) with the image spatially
        • elementwise multiplication(dot product), which results in one value
        • with 6 filters, activation map becomes (28 * 28 * 6)
          • Stride is assumed to 1. If assume stride = 3, then the size of activation map becomes (10 * 10 * 6).
            • That is, (32 - 5)/3 + 1 = 10.
            • If stride =2, then (32 -5)/2 + 1 = 14.5 :( ({size of image} - {size of filter})/{stride num} + 1 must be integer!
          • In practice, we tend make zero pad border to make the size of activation map same with image size(when filter size is 3 * 3, zero pad might be 1 pixel. when filter size is 5 * 5, then zero pad might be 2 pixel)
        • include pooling layer(downsampling), which makes representations much smaller to manageable scale
          • Max pooling or Average pooling
      • looking at a local region- spatially! (unlike FCNN- take features from linear vectorization and dot product)

    Convoluiton Layer Stack of Convoluiton Layer Number of Parameters Convoluiton Layer Summary Visualization of Convoluiton Layer Result of Convolutional Layer Pooling Layer Pooling Layer Summary Summary

    (Omit the history of CNN and range of image recognition & reconstruction)