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Open Access Publishing

This guide highlights open access publishing for AUB affiliates as well as self-archiving at AUB. It also provides information and resources on author's rights, open access publishing, what to do before publishing plus some venues

Open Access Publishing @ AUB

Discounts for AUB Affiliates

Open Access (OA) refers to allowing unrestricted online access to scholarly information including peer-reviewed journal articles, conference proceedings, working papers, graduate theses, data, and other. For more on this, click here.

AUB Libraries is participating in the membership program of the following open access publishers. Due to these memberships AUB scholars and academic researchers are eligible for discounts on the "Article Processing Charges" for open access publishing.

Publisher Discounted Amount Additional Information
logo 9 Article Processing Charges (APC)
Will be distributed on a 1st come 1st served basis
Expiry Date 31- June 2021

15% Discount

https://authors.bmj.com/wp-content/uploads/2016/07/bmj-journals-logo.png

 

25% Discount



15% Discount
logo


10% Discount

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

PLOS journals have waived the fees entirely for
some faculty either automatically or upon request.
When submitting manuscripts please ask for a waiver.


https://royalsociety.org/~/media/Redesign2015/logo-footer.png?w=400

25% Discount
SAGE Logo


100% Discount till the end of 2020,
any number of articles can be submitted

https://n7.nextpng.com/sticker-png/477/64/sticker-png-springer-nature-publishing-research-science-science-text-logo-publishing-academic-publishing.png

Authors can request a waiver at submission
and provide a supporting reason e.g. lack of funding

http://2.bp.blogspot.com/_AaJt1mCZM3U/TDLP1k0DyVI/AAAAAAAAAw8/lEDoa7ct81g/s1600/springeropen.gif


15% Discount

10 free article processing charges from SPIE
on a first come first served basis.
Once the 10 are used authors will benefit from
25% discount.

SAE International
 

60% Discount
Journal of Agriculture, Food Systems, and Community Development logo

The Journal will waive the article processing
charge
for any papers submitted by
AUB-affiliated authors in 2020.

6 free article processing charges
from Cambridge on first come first served
basis.

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