George Boole, an English mathematician in the 19th century, developed "Boolean Logic" in order to combine certain concepts and exclude certain concepts when searching databases.
Pronunciation: BOO-le-un
Boolean logic is a building block of many computer applications and is an important concept in database searching. Using the correct Boolean operator can make all the difference in a successful search.
Why use Boolean logic? These databases are not intuitive like Google is. For example, if you search for used cars for sale in Google, you will get links to used Toyotas for sale or used SUVs for sale. With these databases, however, you will get exactly what you asked for. They won't give us information about used SUVs because we didn't ask for it. That's why it's important to have as many search terms as possible.
To use Boolean logic, put the terms/synonyms within a set of parentheses and combine them with OR. Then combine each set with AND. The computer will now give us articles that have one term from within each set of parentheses.
(child OR infant OR baby)
AND (diabetes OR hyperglycemia OR hypoglycemia)
There are three basic Boolean search commands: AND, OR and NOT.
If you're searching for a phrase rather than just a single word, you can group the words together with quotation marks. Searching on "dengue fever" will return only items with that exact phrase.
It's a lot like basic math. (2 × 4) + 1 = 9 but 2 × (4 + 1) = 10
Think of your search in concepts, then put those concepts inside parentheses. Different databases have different rules about combining searches. To make sure you get the search you want, use parentheses - every database follows those rules. For example:
dengue OR malaria AND zika can be interpreted as
.