As our site has grown since its humble beginnings in 2006, the volume of solved puzzles and other information has become increasingly more difficult to search. Many of you have noticed that running searches for solved puzzles has become troublesome.
With this tutorial thread, I hope to proffer some tips that will make searching the Auto Puzzles site easy and effective, whether you use Google, Yahoo, or Bing as your primary search tool. Before I get into the nuts and bolts, let's take a look at the spark plug of search engine usage - the Boolean search string.
Boolean search traces its origins - and name - to British-born Irish mathematician George Boole (November 1815 – 8 December 1864). 'Twas he who said:
... no general method for the solution of questions in the theory of probabilities can be established which does not explicitly recognize ... those universal laws of thought which are the basis of all reasoning
Logic. Pure and simple. And with his very clear and concise observation, Boole established himself as the father of computer science, though only the most rudimentary of computing devices had been conceived by the time he passed away.
So, what does this have to do with searching AutoPuzzles? Luckily, in the 147 years since Mr. Boole shuffled off his mortal coil, a lot of very bright minds have been working at developing the hardware that makes computers and the internet possible, and the application of Boolean logic to do the same. More importantly, applying Boolean logic to online searches has been made incredibly easy, thanks to the work of organizations like AltaVista (once part of Digital Equipment), Ask.com (once known as AskJeeves) and the powerhouse Big 3 of internet searches, Google, Yahoo! and Bing. These companies have labored long and hard to take much of the guesswork out of searching, to the point they have manipulated Boolean search to behave much like
natural search. How does natural search differ from pure Boolean? Today, if you type a question into a Google, Yahoo! or Bing search bar, the search engines behind them make very educated guesses as to what you mean, and what you don't mean. For instance, you might type the question:
Where are the solved puzzles on AutoPuzzles?
Within the first page of search results, Google presents a link to our solved puzzles index (it's the sixth result), as do Yahoo! and Bing. The latter two present the link as the very first search result. You'll find that Yahoo and Bing will always deliver similar results, as Yahoo! search is now powered by the Bing search engine. Many people who use search engines as a tool in making a living now gravitate toward Bing, as its natural search capabilities are often better that Google's.
At my employer, searching for information about people and companies is necessary to succeed, and it requires deft wielding of search engines to find information about people and companies. As my role has migrated toward business development (sales), I have become a bit rusty, compared to the 'doers' in our company, who hammer out search strings all day. But over the last 10 years, it's become increasingly necessary to overcome the 'natural' search capabilities of the search sites, and use well-crafted Boolean search strings to find the information we're after. So, how does a Boolean search string work?
(don't worry, we'll get to the "easy to do" part later.)
Boolean logic consists of three logical operators:
• OR
• AND
• NOT
Let's look first at the logial operator "OR"
Question: I would like information about college.
If I run this search in an online search tool, I will retrieve records in which AT LEAST ONE of the search terms is present. We are searching on the terms college and also university since documents containing either of these words might be relevant.
OR logic is most commonly used to search for synonymous terms or concepts. This search would be simply run by typing the following text into a search engine search box:
college OR universityWith the application of natural search tendencies, just typing the words college and university (without the
OR operator) the Big 3 search sites, assume that I mean college
AND university, and will deliver a list of results that include both words. If however I include the
OR operator, I get more results. With common terms like
college and
university, too many results, most likely. But, what if were looking for two obscure words? Much more useful!