Introduction to Neural Networks – Part 1

What are neural networks?

Humans can easily identify objects because the brain has “seen” (learned) the images of those objects before – as input, processes it and then identifies the object as a dog, book, stick e.t.c. However, this is extremely difficult for computers. Why? Because computers are primarily programmed for computational results. Computers compute!

A computer can multiply 123736 by 352635 and give the results in nanoseconds but finds it hard to identify a puppy in a picture. To solve this problem, what if we try to replicate how the human brain works in a computer? Just what if…

Enters Neural Network

Now, think about a simple network that takes many input, processes them and gives an output then you have a neural network. They are a system of interconnected neurons organized into a network where each neuron learns from their data to capture trends, so that it provides reliable predictions.

How it works:

Neural networks take in a large number of input, known as training examples, then uses the examples to create rules for recognizing patterns. This means, many pixels of a dog’s image can be ‘fed’ into the computer today to train it, so that when next you ask it to recognize dogs in various pictures, it would give the correct answer. By increasing the number of training examples of dog pics, the network can learn more and so improve its results – it’d even identify a dog in superman’s costume.

Why neural networks in computers?

As explained earlier, simply to replicate how the brain works in computers and enable computers to recognize patterns/objects.

It resembles the brain in two aspects:

  • input is acquired by the network through a learning process. (The learning process is the process whereby the image is shown to the computer so that it learns to identify objects in the image in the future)
  • interconnection strengths between neurons, known as weights, are used in results (will explain this later)

I’d continue with the developments on neural networks.

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