When you are looking for a specific publication, there are a few way to access the journal/periodical. To start, go to the library homepage. Click on "Find A-Z Publications:
![](https://libapps.s3.amazonaws.com/accounts/156750/images/a-z_publications.png)
Next, either type in the title of the publication, browse the A-Z list, or browse by subject for the appropriate title.
![](https://libapps.s3.amazonaws.com/accounts/156750/images/WASHINGTONPOST.png)
Lastly, Choose your journal, and search within. Many times, there will be multiple ways of accessing a journal or periodical. Therefore, when one is searching, make sure to look at the years of coverage of the journal/periodical.
![](https://libapps.s3.amazonaws.com/accounts/156750/images/FINAL.png)
To Search another way, look in OneSearch, for example, Teaching Children Mathematics. In the OneSearch box (on the library homepage, type "Teaching Children Mathematics" with the quotation marks and hit enter. On the search result screen, click Advanced Search. Now change the dropdown next to the title from Select a Field (optional) to SO Journal Title/Source and hit Search again.
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)
This will limit your results to articles from the journal "Teaching Children Mathematics." You can then limit to peer-reviewed or by date, etc. if needed.
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