Introduction to Deep Learning and Perceptrons ajay dev knowing

 Week 1: Introduction to Deep Learning and Perceptrons

  • History of deep learning: Deep learning is a relatively new field, but it has quickly become one of the most powerful tools in machine learning. The first artificial neural networks were developed in the 1950s, but it wasn't until the 2010s that deep learning began to take off. This was due to a number of factors, including advances in computing power, the availability of large datasets, and the development of new training algorithms.
  • McCulloch-Pitts neuron: The McCulloch-Pitts neuron is a simplified model of a biological neuron. It takes a set of inputs and produces a single output. The output is calculated by applying a weighted sum of the inputs to a threshold function.
  • Thresholding logic: Thresholding logic is a type of logic that uses thresholds to determine the output of a function. For example, a threshold function could be used to determine whether an input is greater than or less than a certain value.
  • Perceptron learning algorithm: The perceptron learning algorithm is a simple algorithm for training perceptrons. It works by repeatedly exposing the perceptron to training data and adjusting the weights of the perceptron until it can correctly classify all of the training data.

Week 2: Multilayer Perceptrons (MLPs) and Gradient Descent

  • Multilayer perceptrons (MLPs): MLPs are neural networks that have multiple layers of perceptrons. MLPs can be used to learn more complex patterns in the data than single-layer perceptrons.
  • Sigmoid neurons: Sigmoid neurons are a type of neuron that uses a sigmoid activation function. Sigmoid activation functions allow neural networks to learn non-linear relationships between the inputs and outputs.
  • Gradient descent: Gradient descent is an optimization algorithm that is used to train neural networks. It works by adjusting the weights of the neurons in the network in order to minimize the error of the network on the training data.

Week 3: Feedforward Neural Networks and Backpropagation

  • Feedforward neural networks: Feedforward neural networks are a type of neural network where the output of each layer is fed directly to the next layer. Feedforward neural networks can be used to solve a wide range of problems, including image classification, natural language processing, and speech recognition.
  • Backpropagation: Backpropagation is an algorithm that is used to train feedforward neural networks. It works by calculating the error of the network on the training data and then propagating the error back through the network in order to adjust the weights of the neurons.

Week 4: Optimization Techniques for Deep Learning

  • Momentum-Based GD and Nesterov Accelerated GD: Momentum-Based GD and Nesterov Accelerated GD are variants of gradient descent that use momentum to improve the convergence speed of the algorithm.
  • Stochastic GD: Stochastic GD is a variant of gradient descent that updates the weights of the neurons in the network one at a time.
  • Adaptive learning rate methods: Adaptive learning rate methods such as Adagrad, AdaDelta, RMSProp, Adam, AdaMax, and NAdam adjust the learning rate for each neuron individually. This can help to improve the performance of the training algorithm.
  • Learning rate schedulers: Learning rate schedulers adjust the learning rate of the training algorithm over time. This can help to improve the performance of the training algorithm and prevent overfitting.

Week 5: Autoencoders and Regularization

  • Autoencoders: Autoencoders are a type of neural network that is trained to reconstruct its input. Autoencoders can be used to learn features from the input data and to denoise the input data.
  • Regularization: Regularization is a technique that is used to prevent overfitting in neural networks. Overfitting occurs when a neural network learns the training data too well and is unable to generalize to new data. L2 regularization is a common regularization technique that penalizes the network for having large weights.

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