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Open Library is an online project intended to create "one web page for every book ever published". Created by Aaron Swartz, [3][4] Brewster Kahle, [5] Alexis Rossi, [6] Anand Chitipothu, [6] and Rebecca Malamud, [6] Open Library is a project of the Internet Archive, a nonprofit organization. It has been funded in part by grants from the ...
Most will be {PD-art}. 90,000 images from rare books and manuscripts, search by keyword. New York Public Library. Over 700,000 images scanned from books. Including illuminated manuscripts, historical maps, vintage posters, rare prints and photographs, illustrated books, printed ephemera, and more.
Free book covers belong on Wikimedia commons, and can be found there in appropriate categories. Non-free but fair use book covers belong on Wikipedia, and can be found in Category:Non-free images of book covers. All non-free content should comply with Wikipedia's non-free content criteria policy. First edition covers are preferred.
The Internet Archive is an American nonprofit digital library website founded in 1996 by Brewster Kahle. [1][2][4] It provides free access to collections of digitized materials including websites, software applications, music, audiovisual, and print materials. The Archive also advocates for a free and open Internet.
2004. by Lawrence Lessig (the first CC licensed book released by a major mainstream publisher, Penguin Books) CC BY-NC 1.0 [11] Freesouls. 2008. 2010 (digital ebook) book with essays and photos of key people of the free movement by Joi Ito. CC BY [12] The Future of Ideas.
Open educational resources (OER) [1] are teaching, learning, and research materials intentionally created and licensed to be free for the end user to own, share, and in most cases, modify. [2][3] The term "OER" describes publicly accessible materials and resources for any user to use, re-mix, improve, and redistribute under some licenses. [4]
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Definition. An open book decomposition of a 3-dimensional manifold M is a pair ( B, π) where. π: M \ B → S1 is a fibration of the complement of B such that for each θ ∈ S1, π −1 (θ) is the interior of a compact surface Σ ⊂ M whose boundary is B. The surface Σ is called the page of the open book. This is the special case m = 3 of ...