Deducting Search Algorithm

Deducting Search Algorithm

The Deducting Search Algorithm (DSA), also known as the Holmes Engine after the author Sir Arthur Conan Doyle’s famous sleuth, is a mathematical formula that interprets the choices made by the seeker whilst looking for a particular piece of information.

The basic concept is that the Seeker will leave clues to what they seek as they search, for example, commonality in the names or description of where they have looked, the time spent on each result before moving on or back. This information about the ‘sought’ is then used to filter and narrow the Seekers search, aiding in finding more quickly.

At phase-one the engine gathers and indexes information about layers 1 - 4 of the target data whilst analysing the Seekers active search pattern (ASP). The DSA is applied to this and filters the results. This continues applying the ASP to the DSA and filtering the next information layer.

Contents

Applications

The current thinking is that the engine can be placed into many common items including:

  • GPS systems allowing the user to find the route type of preference without configuration, for example diverting from the quickest route to a scenic route, or differing modes of travel car/cycle/walking or disabled access routes.
  • PC folder structures.
  • TV/Satellite remotes that find programmes of interest to the Watcher.
  • A Shopping Trolley that can find its way to items that the shopper wants.

Current Progress

A prototype for online grocery shopping, using the routine AVM (Animal Vegetable Mineral) is almost ready for consumer testing.[citation needed]

Quotes

"...DataMining is the method adopted by companies...this method is what has been missing to help the individual." MAB 'New News is Good News'2007

External links


Wikimedia Foundation. 2010.

Игры ⚽ Поможем написать реферат

Look at other dictionaries:

  • DSA — may stand for: Contents 1 Information technology 2 Organizations 3 Business 4 Medicine 5 Tran …   Wikipedia

Share the article and excerpts

Direct link
Do a right-click on the link above
and select “Copy Link”