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How the Web-Based Email Spam Filter Works -- A Primer


Introduction
The Spam Xploder spam filter, which is an integrated feature of the Web-Based Email mail client, is a service that screens incoming mail at the server level. Through the Web-Based Email interface the user can train the filter, thus gradually improving the filter's ability to detect incoming bulk mail.

About Spam Filtering
Spam filtering is the concept of detecting and intercepting unwanted bulk mail -- or "spam" -- before it reaches a recipient's mailbox. Generally, spam filters detect bulk mail through the occurrence of certain phrases and known spammer IP addresses in incoming mail. However, because distributors of spam are increasingly innovative in their efforts to circumvent the spam filters that protect email users' mailboxes, spam is a moving target, and developers of spam-filtering technology are constantly being challenged in their quest to keep the bulk-mail onslaught at bay. Thus, in order to effectively shield email users from spam, a spam filter must be flexible. The Spam Xploder spam filter, therefore, enables users to personalize the filter by training it to detect and intercept mail that fit each user's particular preference and definition of spam.

How the Filter Functions
The server-side Spam Xploder spam filter works in conjunction with the client-side (end user) Web-Based Email interface. In essence, the end user utilizes the client-side interface to submit selected email messages for spam analysis. By analyzing the messages the spam filter compiles information that enables it to detect and intercept spam. As an increasing number of email messages are analyzed, the filter becomes increasingly adept at intercepting electronic mail that this particular user considers spam.

On the server end, the Spam Xploder spam filter works as follows:

Training the Filter
Training the spam filter is the process of submitting email messages for spam analysis, thus gradually increasing the "intelligence" of the spam filter. That way, as the spam filter, compiles data it will become increasingly adept at detecting incoming spam.

In training the spam filter, the user can mark a message as either "spam" or "not spam." The process then proceeds thus: The spam filter's user data evolves and grows as more messages are analyzed. More tokens are added, and the probability scores are refined until the user has a well-defined set of personalized tokens commonly found in his/her incoming bulk and "good" mail. This adaptive scoring ensures that each user has a different definition of spam and good mail, thus making it very difficult to distribute mass mailings that evade the recipients' individually configured spam filters.

This personalized, adaptive approach guarantees fewer misclassifications of mail, as each user teaches the system his/her personal definition of what constitutes spam and good mail.


Reference -- Bayesian
Bayes, Thomas
(b. 1702, London - d. 1761, Tunbridge Wells, Kent) Nonconformist theologian mathematician who first used probability inductively and established a mathematical basis for probability inference (a means of calculating, from the number of times an event has not occurred, the probability that it will occur in future trials). He set down his findings on probability in "Essay Towards Solving a Problem in the Doctrine of Chances" (1763), published posthumously in the Philosophical Transactions of the Royal Society of London. The only works he is known to have published in his lifetime are Divine Benevolence, or an Attempt to Prove That the Principal End of the Divine Providence and Government is the Happiness of His Creatures (1731) and An Introduction to the Doctrine of Fluxions, and a Defence of the Mathematicians Against the Objections of the Author of the Analyst (1736) which countered attacks by Bishop Berkeley on the logical foundations of Newton's calculus.
Source: Encyclopędia Britannica

Bayesian:
being, relating to, or concerned with a theory (as of decision making or statistical inference) involving the application of Bayes' theorem and the use of probabilities based on prior knowledge and accumulated experience <bayesian probability models>.
Source: Merriam-Webster

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