Neural Network key elements: Perceptron, loss, epoch (A4.3)

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Last updated 1:52 AM on 3/24/26
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12 Terms

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I. Perceptron

Atomic unit: represents single artificial neuron that takes in inputs, weights, and generates output

<p>Atomic unit: represents single artificial neuron that takes in inputs, weights, and generates output</p>
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Inputs (I. Perceptron component)

Includes inputted data and bias

Bias - extra value added to products of weights and inputs (^ flexibility)

  • Prevent overfitting

  • Shifts activation threshold so model can activate even when input is 0

<p>Includes inputted data and bias</p><p>Bias - extra value added to products of weights and inputs (^ flexibility)</p><ul><li><p>Prevent overfitting</p></li><li><p>Shifts activation threshold so model can activate even when input is 0</p></li></ul><p></p>
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Weights (I. Perceptron component)

Values assigned pseudorandomly to determine the strength/importance of each input

<p>Values assigned pseudorandomly to determine the strength/importance of each input</p>
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Sum/summation (I. Perceptron component)

Adds all the products of the inputs and weights

<p>Adds all the products of the inputs and weights</p>
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Activation function (I. Perceptron component)

Introduces non-linearity: one perceptron outputs one curve, multiples curves create complex function

  • Types: Sigmoid function, hyperbolic tangent, rectified linear unit (ReLU)

<p>Introduces non-linearity: one perceptron outputs one curve, multiples curves create complex function</p><ul><li><p>Types: Sigmoid function, hyperbolic tangent, rectified linear unit (ReLU)</p></li></ul><p></p>
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Output (I. Perceptron component)

Final predicted value

<p>Final predicted value</p>
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Dense/hidden layers (I. Perceptron)

Multi-output perceptron: output becomes others’ input

  • ^ accuracy in extracting complex features

<p>Multi-output perceptron: output becomes others’ input</p><ul><li><p>^ accuracy in extracting complex features</p></li></ul><p></p>
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II. Quantifying loss function

Loss - cost incurred from incorrect prediction (predicted - actual)

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Empirical loss (II. Types of loss functions)

Measure total loss over entire dataset: Sum total of losses

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Cross entropy loss (II. Types of loss functions)

Better for models that output probability between 0 and 1

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Mean squared error loss (II. Types of loss functions)

Better for regression models that output continuous real numbers

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III. Epoch

Number of training iterations/cycles

  • Ex: epoch = 20 —> go through neural network 20 times, updating weights 20 times

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