Boolean
logic is a research strategy that employs the use of “and”, “or”, and “not” in
combination with search terms. For example, if one is conducting research on
antique furniture meant for sitting, perhaps to analyze the 16th
Century family’s desire for comfort and stylish decor, their Boolean search might look
like this:
Antique
sofas and antique loveseats
Antique
chairs not antique tables
Antique
stools or antique seats
This
method of searching is supposed to be helpful because it filters through what
the researcher does not need; by using “and”, “or”, and “not”, the researcher
is able to expand or taper their search, and thus their search results.
I
have used Boolean logic both successfully and unsuccessfully. Depending on what
I am searching for, the filters are either a great help, or cause me to miss
important resources. However, from this I’ve learned to use a variety of
combinations, and then no combinations at all, to ensure I don’t miss anything
important.
All
in all, I believe Boolean logic is efficient and effective. In the past, it’s
awarded me with some great resources in practically no time, and I will continue
to use it in the future.
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