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An uncorrected proof is a proof version (on paper or in digital form) which is yet to receive final author and publisher approval. The term may also appear on the covers of advance reading copies; see below.
Two advance copies of The Continent by Keira Drake (left, center) compared with the final published book (right).. An advance copy—also known as an ARC (advance reading copy or advance review copy), ARE (advance reader's edition), reader's edition, or galley—is a free copy of a new book given out by a publisher before the book is widely available.
the short story "Evermore" in Cross Channel (1996) by Julian Barnes, in which the protagonist Miss Moss is a proofreader for a dictionary. Under the headline "Orthographical" in James Joyce's 1922 novel Ulysses, the protagonist Leopold Bloom, watching the typesetter foreman Mr. Nannetti read over a "limp galleypage", thinks "Proof fever". [9]
A common complaint of book collectors is that the bibliographer's definition is used in a book-collecting context. For example, J. D. Salinger's The Catcher in the Rye as of 2016 remains in print in hardcover. The type is the same as the 1951 first printing, therefore all hardcover copies are, for the bibliographer, the first edition.
The first complete proof was given by Hilbert in 1896. In 1879, Alfred Kempe published a purported proof of the four color theorem, whose validity as a proof was accepted for eleven years before it was refuted by Percy Heawood. Peter Guthrie Tait gave another incorrect proof in 1880 which was shown to be incorrect by Julius Petersen in 1891.
BSI proof-correction marks (conforming to BS 5261C:2005) as prepared by the Chartered Institute of Editing and Proofreading; The style guide for publications of the European Union is presented in 24 European languages and includes a section on proofreading. Each edition has a sheet of proofreader's marks that appears to be the same apart from ...
Formal proof provides the main exception, where the criteria for proofhood are ironclad and it is impermissible to defend any step in the reasoning as "obvious" (except for the necessary ability of the one proving and the one being proven to, to correctly identify any symbol used in the proof.); [15] for a well-formed formula to qualify as part ...
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