AND = narrower search
OR = larger, more inclusive search. Great for synonyms or equal terms.
NOT = eliminates irrelevant results.
Great for words that are the same but with different meanings (homonyms).
Example: Researching aquatic animals, a search might say marine NOT "marine corps".
Quotation marks = limit to an exact phrase.
Great for multi-word terms like "executive function" or "cover crop."
Truncation and wildcards = broaden search by including different variations of a word in your search.
Truncation means an asterisk * at the end of the letters to search for multiple word endings.
You can also use truncation or wildcards in the middle of words to capture multiple possibilities.
MU Libraries' Search Strategy Builder is a tool designed to teach you how to create a search string using Boolean logic.
While it is not a database and is not designed to input a search, you can cut and paste the results into your desired database's search boxes.
All databases (and search engines like Google) use what is called "Boolean logic" to help the platform parse through information to find the most relevant results. Boolean operators are AND, OR, and NOT.
Think about the most critical parts of your research question and think about the various terms that could be used. Don't limit yourself to one way of phrasing -- think about other ways to express your Don’t get stuck on one term if there are other ways of expressing it.
Use our Search Strategy Builder to create a search strategy for your topic.
Databases are often specific to certain subjects or types of resources, so you want to pick the one most relevant to your research. Think about any multidisciplinary aspects of your research and whether searching within that subject may help you find more relevant resources.
You can search databases by subject on the MU Libraries' database list.
Try your search in a few different databases to see which yields the best results.
View the MU Libraries' Basic Research Guide for more examples on how to create a Boolean search.
You can also learn more by watching this YouTube Video on Boolean logic.