Enum GradientType
Specifies different types of gradient descent optimization algorithms used in machine learning.
public enum GradientType
Fields
Alpha = 1Represents a gradient descent algorithm that prioritizes speed of convergence.
For Beginners: Alpha gradient is designed for speed, taking larger steps to reach the solution faster.
Think of it like a sports car that:
- Moves quickly toward the destination
- Can reach the solution in fewer iterations
- Works well when the "landscape" is smooth
- Might overshoot or become unstable on tricky problems
Alpha gradient is good when:
- You need quick results
- Your data is well-behaved (not too noisy)
- You're willing to risk some instability for speed
Beta = 2Represents a gradient descent algorithm that prioritizes stability and reliability over speed.
For Beginners: Beta gradient is designed for reliability, taking careful steps to ensure stable learning.
Think of it like an off-road vehicle that:
- Moves more cautiously but consistently
- Is less likely to get stuck or go off-track
- Handles difficult or noisy data better
- Takes more time but is more dependable
Beta gradient is good when:
- Your data is noisy or complex
- You value consistent, reliable results
- You're willing to wait longer for a solution
- You're dealing with a challenging problem where other methods might fail
Omega = 0Represents the standard gradient descent algorithm with momentum and adaptive learning rates.
For Beginners: Omega gradient combines the best features of several optimization methods.
Think of it like a smart car that:
- Remembers which direction was working well (momentum)
- Automatically adjusts its speed based on the terrain (adaptive learning)
- Can handle both steep and gentle slopes efficiently
This is often a good default choice when you're not sure which gradient type to use, as it balances speed and stability for most common machine learning problems.
Remarks
For Beginners: Gradient descent is how AI models learn from data. Think of it like finding the lowest point in a valley by taking steps downhill. Different gradient types represent different strategies for how to take these steps - some are faster but riskier, others are slower but more reliable.