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Project Euclid provides a platform for independent and small publishers of mathematics and statistics to continue contributing vital scholarship in these disciplines in a cost-effective way. It hosts over 100 publications from around the world, including some of the most distinguished in their fields. Created by Cornell University Library in 2000 and now managed by Duke University Press, Project Euclid supports independent publishing and strives to resist the consolidation and commercialization of scholarly communications. 

2025 pricing now available for Euclid Prime

Euclid Prime, a collection of 30+ high-impact titles, has announced 2025 pricing for libraries and other institutions. For more information, visit Euclid Prime at Duke University Press.

Featured Journal

Advanced Studies: Euro-Tbilisi Mathematical Journal is the continuation of the Tbilisi Mathematical Journal founded in 2008. Under this new name the journal was relaunched in September 2021 to reflect the increase of its standards and broadening of its coverage.

It is a fully refereed mathematical journal accepting original, high-quality research papers in all areas of pure and applied mathematics. It belongs to the Tbilisi Centre for Mathematical Sciences, and it is supported by the Georgian National Academy of Sciences and the European Mathematical Society.

High-quality submissions in all areas of pure and applied mathematics are strongly invited.

Michigan Mathematical Journal: Special Volume in Honor of Gopal Prasad

The Michigan Mathematical Journal is pleased to announce a special volume honoring Gopal Prasad, its former managing editor (1998-2011) on the occasion of his 75th birthday. Read the special issue.

Featured articles


Analysis of persistent nonstationary time series and applications

(Communications in Applied Mathematics and Computational Science) Open Access

Euler's Elastica and Beyond

(Journal of Geometry and Symmetry in Physics) Open Access


Recursive Least Squares with Linear Constraints

(Communications in Information & Systems) Open Access


Multiset theory.

(Notre Dame Journal of Formal Logic) Open Access

The axiom of elementary sets on the edge of Peircean expressibility

(Journal of Symbolic Logic) Open Access

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