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Machine Learning and Deep Learning

651The Role of Activation Functions in Neural Networks
652The Sigmoid Function: Properties and Limitations
653Hyperbolic Tangent (tanh): Zero-Centered Activation
654ReLU: The Rectified Linear Unit Revolution
655The Dying ReLU Problem
656Leaky ReLU: Fixing Dead Neurons
657Parametric ReLU (PReLU): Learning the Slope
658ELU: Exponential Linear Units
659GELU: Gaussian Error Linear Units
660Swish and SiLU: Self-Gated Activations
661Softmax: Converting Logits to Probabilities
662Activation Functions in Different Network Layers
663Computational Efficiency of Activation Functions
664Choosing Activation Functions in Practice
665Why Weight Initialization Matters
666Symmetry Breaking
667Variance Preservation Principle
668Xavier/Glorot Initialization
669He Initialization
670Initialization for Different Activation Functions
671Bias Initialization
672Layer-Specific Initialization
673Implementing Initialization in PyTorch
674Diagnosing Initialization Problems
675The Vanishing Gradient Problem
676The Exploding Gradient Problem
677Gradient Flow Analysis Through Network Depth
678Saturating Activations and Dead Neurons
679Residual Connections for Gradient Flow
680Gradient Norm Monitoring
681Highway Networks and Gating Mechanisms
682Dense Connections and Gradient Highways

Machine Learning and Deep Learning

651The Role of Activation Functions in Neural Networks
652The Sigmoid Function: Properties and Limitations
653Hyperbolic Tangent (tanh): Zero-Centered Activation
654ReLU: The Rectified Linear Unit Revolution
655The Dying ReLU Problem
656Leaky ReLU: Fixing Dead Neurons
657Parametric ReLU (PReLU): Learning the Slope
658ELU: Exponential Linear Units
659GELU: Gaussian Error Linear Units
660Swish and SiLU: Self-Gated Activations
661Softmax: Converting Logits to Probabilities
662Activation Functions in Different Network Layers
663Computational Efficiency of Activation Functions
664Choosing Activation Functions in Practice
665Why Weight Initialization Matters
666Symmetry Breaking
667Variance Preservation Principle
668Xavier/Glorot Initialization
669He Initialization
670Initialization for Different Activation Functions
671Bias Initialization
672Layer-Specific Initialization
673Implementing Initialization in PyTorch
674Diagnosing Initialization Problems
675The Vanishing Gradient Problem
676The Exploding Gradient Problem
677Gradient Flow Analysis Through Network Depth
678Saturating Activations and Dead Neurons
679Residual Connections for Gradient Flow
680Gradient Norm Monitoring
681Highway Networks and Gating Mechanisms
682Dense Connections and Gradient Highways

← Machine Learning and Deep Learning

Lesson 658 of 3,538·16. Activation Functions and Weight InitializationPro lesson

ELU: Exponential Linear Units

Using exponential functions for negative values to achieve smoother gradients and outputs.

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