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- [Introduction](#introduction)
  - [What Is a Smart Classifier?](#what-is-a-smart-classifier)
  - [How Does a Smart Classifier Operate?](#how-does-a-smart-classifier-operate)
  - [What Does a Smart Classifier Provide That a Regular Keyword Search Cannot](#what-does-a-smart-classifier-provide-that-a-regular-keyword-search-cannot)
  - [How Does One Train the Smart Classifier](#how-does-one-train-the-smart-classifier)
- [Training Dataset Example](#training-dataset-example)
- [The Inner Workings of the Smart Classifier](#the-inner-workings-of-the-smart-classifier)
  - [Calculating the Accuracy](#calculating-the-accuracy)
  - [Smart Classifier Statuses](#smart-classifier-statuses)

# Introduction

Ayfie Locator incorporates a licensed AI-based feature known as the Smart Classifier. This documentation provides both a conceptual introduction to its operation as well as practical setup instructions.

**The** Smart Classifier is a feature, but in this documentation we will also be referring to each Smart Classifier based search filter aas **a** smart classifier.

## What Is a Smart Classifier?

A smart classifier, once ready to be used, is nothing more than a search filter. And like any other search filter it allows a user to remove documents from the search result that are not of interest to the user. For instance, a Smart Classifier trained to detect contracts, can be used to filter the search result to only include contracts.

## How Does a Smart Classifier Operate?

A smart classifier undergoes training to identify words, word sequences, and sentence patterns that are more prevalent in the target data than in the broader dataset. It leverages this acquired knowledge to make predictions about the category to which indexed data belongs.

## What Does a Smart Classifier Provide That a Regular Keyword Search Cannot?

Imagine trying to locate a specific piece of information within a contract you've seen before. You might recall one or two of the parties involved, but simply searching for their names could yield hundreds of results from various other types of documents where those same parties are also mentioned. To narrow down the results, you might try to add some common contract-related terms to your search. However, even if successful, it is likely to take a few attempts, cost you some time and possibly some frustration.

A smart classifier trained on contracts will simplify the search operation by offering a contract filter option. And the smart classifier does not depend on specific terms being present in the documents to know that it is a contract. A smart classifier knows what a contract is by the nature of it (contexts and patterns) and not by specific words alone. It will know that a contract is a contract even without the word *contract* ever being mentioned anywhere within in the document.

## How Does One Train the Smart Classifier?

A smart classifier learn via examples. For that reason one needs to provide a smart classifier with the following two training sets:
- **Positive examples**: Examples of the data that we are interested in.
- **Negative examples**: Examples of the data that we are **not** interested in.

## The Principles and Rules of Classifier Training

This is the first principle of classifier training:
> No classifier performs better than the quality of its training set

And here are the rules for how to go about implementing that principle:
- Collectively, the examples should be representative of the entire dataset
- Negative examples are as important as positive examples.
- The more examples the merrier.

Needless to say, misidentifying positive examples as negative examples and vice versa, is very harmful to the quality of the trained smart classifier.

This is the second principle of classifier training:
> To train a classifier is an iterative process

Once a smart classifier is trained and put to use one will discover erroneous classifications. One can improve the smart classifier by adding some of the erroneously classified documents to the training set and then retrain the classifier.

# Training Dataset Example

We will in this section introduce an imaginary dataset for which we are to train a smart classifier. The overall dataset consists of newspaper articles about the following topics:

- **Football** - Football match reports, team and player analyses and commentaries
- **Sport (not Football)** - Match/event reporting and other commentaries from other sports than football, for instance articles about tennis or swimming
- **Football Player Transfers** - Articles discussing the financial aspects of football clubs and their player trading activities.
- **Non-Football Player Transfers** - Financial news about athletes that are traded in other sports than football, for instance the trading of NBA players
- **Famous People Gossip (including athletes)** - Gossip about movie stars, top athletes, politicians, for instance a story about a player being divorced or seen with a new flame
- **Financial News** - General financial news, for instance about stocks and company acquisitions
- **Football Stadium Constructions** - Specific financial news about the constructions of football stadiums
- **Local News** - Anything local, for instance the opening of a new book store or a series of recent local burglaries
- **Local Weather**- Today’s temperature, tomorrow and next week’s forecast, etc.

Here we see a graphical presentation of the same overall dataset:
![dataset][dataset]{width=50%}

We are now to create a dataset consisting of positive and negative examples that is to be used to train a smart classifier to be able to separate the green circled football related data from the rest. Let’s see how the rules we introduced above now comes into play:
- **Collectively, the examples should be representative of the entire dataset**
    - We must make sure that the positive examples include both pure football articles as well as financial new articles related to the trading of players
- **Negative examples are as important as positive examples**
    - Adding local news and local weather articles as negative examples will help the smart classifier understand what distinguishes the football articles from any other article. In addition, it is important to also add borderline articles that are closer to the positive data. For instance, adding other sports articles will help the smart classifier understand that just because an article is about a team winning a match, it does not mean it is a football article; it could, for instance, be a basketball article. By for instance adding gossip articles, the smart classifier learns that just because a known football player is mentioned, the article does not necessarily have to be about football. By adding some financial news articles about the selling and purchasing of products, the smart classifier learns that not all trading articles are related to the trading of football players. And so on and so on.
- **The more examples the merrier**
    - The more examples, positive and negative, the better. However, adding identical or very similar examples multiple times adds no value. What truly enhances the smart classifier's performance is the inclusion of a large number of diverse examples spread across the full dataset.

# The Inner Workings of the Smart Classifier

At this point we have provided the smart classifiers with training data consisting of positive and negative examples. In this section we will learn what a smart classifier does with it.

There are many different algorithms that can be used to train a smart classifier. Depending on the type of data, some works better than others. The smart classifier knows many of them and it will try them all one by one to see which one gives the best overall result. These are the steps that are carried out:

1. The smart classifier splits the training data in two sets, one large set to be used to train the smart classifier and another small set to be used afterwards to measure the accuracy of the trained smart classifier
2. The smart classifier repeats the steps below for each algorithm that it tries:
    1. The smart classifier is trained with the large training set
    2. The now trained smart classifier classifies the small training set
    3. It calculates the accuracy of the classification it just did
3. Once done using all the algorithms, it selects the algorithm with the highest accuracy
4. The smart classifier does a final training with the winning algorithm using all the training data

## Calculating the Accuracy

In step 2.3, the accuracy of each tried algorithm is calculated in the form of a single number called the *Macro F1 Score*. The Macro F1 Score is a balance of two important aspects: how good the Smart Classifier is at not including the wrong documents (precision) and how good the Smart Classifier is at including all of the correct documents (recall).  The higher the Macro F1 score, the better the system is at getting both precision and recall right.

## Smart Classifier States

Once one has created a new smart classifier in the search UI, that smart classifier will display the following 5 states:
- **Not Ready to Train** – This is the start state that one will remain within until one has provided enough positive and negative examples. Once that happens the state will automatically change to the next state below (Ready to Train). This does however not mean that one need or should start to train as there is no upper limit on the numbers of examples one can provide. The more, the better.
- **Ready to Train** – One has now entered the minimum required number of example documents and can now choose to continue to add more examples or to start to train the smart classifier. In case of the latter, the smart classifier will enter the next state below (Training).
- **Training** – The smart classifier is in the state of being trained. That is, it performs the steps described above in section **The Inner Workings of the Smart Classifier**. It will remain here until the training is complete, at which point it will automatically enter the next state (Trained).
- **Trained** – The smart classifier training is complete, and one can now choose to activate the smart classifier which will bring the smart classifier into the next state below (Active).
- **Active** - Once activate, the smart classifier will start to classify all or parts of the search index data depending on user selection.

[//]: # (Embedded Images)
[dataset]:
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