Day 29 neural network heuristic nature

Check out our live web application for this program - https://newdaynewlearning.netlify.app/

[!NOTE] There is a game waiting for you today, the best/first answer can win an exciting gift🎁

More about me:

I am just a Colleague of your’ s, Learning and exploring how Math, Business, and Technology can help us to make better decisions in the field of data science.

Topic : Neural Network Heuristic Nature

![A machine learning approach for predicting the best heuristic for a large scaled Capacitated Lotsizing Problem OR Spectrum](data:image/png;base64,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)

Article Source :

TL;DR :

Neural networks are often considered heuristic because their training process, particularly in the context of learning complex relationships in data, relies on iterative adjustments guided by a loss function, rather than an exact, deterministic solution. This iterative approach, coupled with the use of domain knowledge to guide network design (e.g., selecting input values, learning methods, and hidden layer structure), makes them heuristic in nature. 

![What are Local Minima and Global Minima in Gradient Descent? i2tutorials](data:image/png;base64,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)

Notes mentioning this note


Here are all the notes in this garden, along with their links, visualized as a graph.