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SGBoost (Evolvability of Number of Trees Trained)

SGBoost (Evolvability of Number of Trees Trained) – Theory:

Feature Description
===================

Boosting can be considered as an attempt to explain decision making rules, or ideally, to discover the rules themselves. Each decision that is currently made can be labeled as a problem, given a set of historical decisions and outcomes, training data. The goal is to find a set of classifiers that accurately predict future outcomes, given the past and previous rules. This is what is known as a prediction or learning machine. Basically, boosting methods allow us to combine many weak learners into a single, stronger one. They allow us to build a prediction model that is very reliable but which we cannot (or do not want to) completely understand.

By default, decision trees are often used as weak learners when training a boosting model. They have a very easy to understand and easy to explain structure. They are good at constructing models that divide the data into categories, such as text that separates words into nouns, verbs, adjectives, and so on. They have been shown to work well in many areas, including pattern recognition, spam filtering, text mining, and data mining.

Boosting is a machine learning method that combines many weak learners into one strong learner by assigning weights to each of the weak learners.

Another property of boosting is that it is a greedy algorithm. It often uses information from the most recently trained classifier to improve the performance of the next one.

Data Driven Decision Tree Boosting

Data Driven Decision Tree Boosting Overview
============================

Boosting is an optimization method in Machine Learning. It combines a large number of weak classifiers to form a strong classifier. A simple example of this could be using decision trees as a weak classifier.

When training a single decision tree, which is a weak classifier, we fit the tree using a training sample from the data distribution. The training tree then tries to predict the target variable using information from the training sample and the tree. Ideally, the final prediction of the target variable is the highest probability prediction. Although the predictions are good, one is still left with the question of what, exactly, the tree is trying to do. As we are not able to see the intermediate steps, only the final prediction is known. If this prediction is truly good,
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