Genetic Algorithms And Artificial NeuralNets in Vanilla JS

In this short course, we will build a Neuroevolution model from scratch using only JavaScript (no libraries) that will learn to play various games. Neuroevolution is a powerful approach to machine learning and artificial intelligence that uses evolutionary algorithms to evolve neural networks. Most neural networks use gradient descent rather than neuroevolution.

However, around 2017 researchers at Uber stated they had found that simple structural neuroevolution algorithms were competitive with sophisticated modern industry-standard gradient-descent deep learning algorithms. Deep Neuroevolution: Genetic Algorithms are a Competitive Alternative for Training Deep Neural Networks for Reinforcement LearningThis course introduces students to the principles of neuroevolution and the techniques used to design and implement neuroevolution algorithms. The course covers the following topics:Introduction to neuroevolution: basic principles and applicationsEvolutionary algorithms: genetic algorithms, genetic programming, and evolutionary strategiesNeural networks: types, architectures, and training techniquesNeuroevolution algorithms: evolutionary algorithms applied to neural networksApplications of neuroevolution: games, and optimization problemsAdvanced topics: multi-objective neuroevolution, neuroevolution of recurrent neural networks, and deep neuroevolution.

In this project, we have applied GeneticEvolution to multiple games such as self-driving cars, smart caps and flappy bird. This course is a follow-up to my other course about Artificial Neural Networks from scratch, where I show how to create an ANN from scratch without libraries. In that project, the learning process is done using backpropagation(gradient descent), this project uses a different approach.

We will use Evolutionary Algorithm. By following this course until the end, students will have a solid understanding of the principles of neuroevolution and the ability to design and implement Neuroevolution algorithms for a variety of applications.