Neural networks are a fundamental concept in deep learning, a subfield of machine learning that involves training artificial neural networks to learn from data. In this tutorial, we will explore what neural networks are and how they work.
At a high level, a neural network is a computer system inspired by the way the human brain functions. It is composed of a series of interconnected nodes, known as neurons, organized in layers. Each neuron in a neural network takes input values, processes them using weights and biases, and produces an output value. The output from one layer becomes the input for the next layer, creating a chain of transformations that ultimately results in a prediction or classification.
Neural networks are typically used for tasks such as image and speech recognition, natural language processing, and autonomous driving. They have proven to be highly effective in solving complex problems that are difficult to tackle with traditional algorithms.
To understand how neural networks work, let’s break down the key components:
1. Neurons: Neurons are the building blocks of neural networks. Each neuron takes a set of input values, multiplies them by weights, adds a bias term, and applies an activation function to produce an output. The activation function introduces non-linearity to the network, allowing it to learn complex patterns in the data.
2. Layers: A neural network is organized into layers, with each layer containing a set of neurons. The input layer receives data from the outside world, the output layer produces the final prediction, and the hidden layers process the data through intermediate transformations.
3. Weights and biases: The weights and biases in a neural network control how information flows through the network. During training, these parameters are adjusted using optimization algorithms to minimize the difference between the predicted output and the actual output.
4. Activation functions: Activation functions introduce non-linearity to the network, enabling it to learn complex patterns in the data. Common activation functions include sigmoid, tanh, ReLU, and softmax.
5. Loss function: The loss function measures how well the neural network is performing on a given task. It quantifies the difference between the predicted output and the actual output, providing feedback for the network to learn from.
6. Optimization algorithms: Optimization algorithms, such as gradient descent, are used to adjust the weights and biases in a neural network to minimize the loss function. These algorithms iteratively update the parameters to improve the network’s performance.
In the next chapters of this tutorial, we will delve deeper into different types of neural networks, training techniques, and applications. Stay tuned to learn more about the exciting world of deep learning and neural networks!
I need to remember to pay you ASAP.
❤❤❤
Finally someone who explains this in normal human language. If god exists, may he/she/it bless you. Cheers
2:07 And now it's not a "recent boom" anymore, it's an international conquest.
7年前的视频了吗?天哪
Just exceptional!!!!!!!!!!
What’s the reason for using the sigmoid function? It doesn’t really seem necessary. Is it just a way to keep the values in each node small?🤔🤔
Its funny watching this series now and having that realization that all the pain I went through to learn linear algebra was actually worth it. Learning that math was what actually lead me to finding your channel in the first place.
Thanks for this, Grant! I have seen many videos explaining the same concept, but you have made it stick for me. Please continue with your great work!
Please correct me if I'm wrong, but at 14:50–isn't the length of the bias vector, k by 1? If it's length n, we get a dimension mismatch, right?
I think there is a small mistake in the activation function matrix presentation, the bias rank should be k instead of n as we have k neurons on the first hidden layer
Oooo my brain 🧠 😮😮😮
Great explain
what a spectacular video… congratulations :.,)
Awesome video and great visual support to help understand
Imagining realizing how right this guy was 7 yrs ago and just going balls deep into NVDA at $4.52 a share
Excellent video absolutely thanks for this intro 🙂
Amazing video! Can I point out a notation error? At 14:40, the shape of the bias vector should be [k*1] instead of [n*1] because there's one bias associated with one neuron and there're k neurons in total.
As a student who is struggling with Machine learning, you really made it seems easy.
John J. Hopfield (Princeton University) and Geoffery E. Hinton (University of Toronto) Just Won a Noble Prize in Physics 2024 for "For Foundational Discoveries and Inventions that enables Machine Learning with Artificial Neural Networks"