You can import saved PDFs into your EndNote library and EndNote will create a reference entry using the PDF's Digital Object Identifier (DOI). If the DOI is not present the PDF will be imported, but you will need to manually enter the reference information into EndNote
- Open EndNote and click on File then Import
- You can choose to import a single PDF (choose File) or a folder of PDFs (choose Folder)
- In the Import File box choose the PDF (or folder of PDFs) you wish to import. In the Import Option box select PDF:
![Screenshot of EndNote import screen](data:image/png;base64,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)