Evolution of Neural Networks

Since the 1940s, there have been a number of noteworthy advancements in the field of neural networks:

  • 1940s-1950s: Early Concepts
    Neural networks began with the introduction of the first mathematical model of artificial neurons by McCulloch and Pitts. But computational constraints made progress difficult.
  • 1960s-1970s: Perceptrons
    This era is defined by the work of Rosenblatt on perceptrons. Perceptrons are single-layer networks whose applicability was limited to issues that could be solved linearly separately.
  • 1980s: Backpropagation and Connectionism
    Multi-layer network training was made possible by Rumelhart, Hinton, and Williams’ invention of the backpropagation method. With its emphasis on learning through interconnected nodes, connectionism gained appeal.
  • 1990s: Boom and Winter
    With applications in image identification, finance, and other fields, neural networks saw a boom. Neural network research did, however, experience a “winter” due to exorbitant computational costs and inflated expectations.
  • 2000s: Resurgence and Deep Learning
    Larger datasets, innovative structures, and enhanced processing capability spurred a comeback. Deep learning has shown amazing effectiveness in a number of disciplines by utilizing numerous layers.
  • 2010s-Present: Deep Learning Dominance
    Convolutional neural networks (CNNs) and recurrent neural networks (RNNs), two deep learning architectures, dominated machine learning. Their power was demonstrated by innovations in gaming, picture recognition, and natural language processing.

What is a neural network?

Neural Networks are computational models that mimic the complex functions of the human brain. The neural networks consist of interconnected nodes or neurons that process and learn from data, enabling tasks such as pattern recognition and decision making in machine learning. The article explores more about neural networks, their working, architecture and more.

Table of Content

  • Evolution of Neural Networks
  • What are Neural Networks?
  • How does Neural Networks work?
  • Learning of a Neural Network
  • Types of Neural Networks
  • Simple Implementation of a Neural Network

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Python3 import numpy as np # array of any amount of numbers. n = mX = np.array([[1, 2, 3],              [3, 4, 1],              [2, 5, 3]]) # multiplicationy = np.array([[.5, .3, .2]]) # transpose of yy = y.T # sigma valuesigm = 2 # find the deltadelt = np.random.random((3, 3)) - 1 for j in range(100):       # find matrix 1. 100 layers.    m1 = (y - (1/(1 + np.exp(-(np.dot((1/(1 + np.exp(        -(np.dot(X, sigm))))), delt))))))*((1/(            1 + np.exp(-(np.dot((1/(1 + np.exp(                -(np.dot(X, sigm))))), delt)))))*(1-(1/(                    1 + np.exp(-(np.dot((1/(1 + np.exp(                        -(np.dot(X, sigm))))), delt)))))))     # find matrix 2    m2 = m1.dot(delt.T) * ((1/(1 + np.exp(-(np.dot(X, sigm)))))                           * (1-(1/(1 + np.exp(-(np.dot(X, sigm)))))))    # find delta    delt = delt + (1/(1 + np.exp(-(np.dot(X, sigm))))).T.dot(m1)     # find sigma    sigm = sigm + (X.T.dot(m2)) # print output from the matrixprint(1/(1 + np.exp(-(np.dot(X, sigm)))))...

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