Begriffsschrift
Sign in to saveAlso known as Concept-Script: A Formal Language for Pure Thought Modeled on that of Arithmetic
Begriffsschrift (German for, roughly, "concept-writing") is a book on logic by Gottlob Frege, published in 1879, and the formal system set out in that book.
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Within Vinony's link graph, Begriffsschrift is referenced by 75 other articles, and connects out to if and only if, universal quantification and language.
It sits within the topics 1879 non-fiction books, Analytic philosophy literature and Books by Gottlob Frege.
Its subject is documented across 16 Wikipedia language editions.
Book · Open Library
- Author
- Gottlob Frege
- First published
- 1964
- Editions
- 2
- Subjects
- Symbolic and mathematical Logic
via Open Library
Key facts
- Book.name
- Begriffsschrift
- Book.image
- Begriffsschrift Titel.png
- Book.caption
- The title page of the original 1879 edition
- Book.author
- Gottlob Frege
- Book.genre
- Logic
- Book.language
- German
- Book.publisher
- Lubrecht & Cramer
- Book.pub_date
- 1879
- Book.pages
- 124
- Book.isbn
- 978-3487-0062-39
- Book.oclc
- 851287
via Wikipedia infobox
Wikidata facts
- Image
- Begriffsschrift Titel.png
Show 3 more facts
- Commons category
- Begriffsschrift
- publication date
- 1879-00-00
- title
- Begriffsschrift
Sources (1)
via Wikidata · CC0
~8 min read
Encyclopedic overview
8 sectionsContents
- Notation and the system
- The calculus in Frege's work
- Influence on other works
- Editions
- See also
- Notes
- Bibliography
- External links
Begriffsschrift (German for, roughly, "concept-writing") is a book on logic by Gottlob Frege, published in 1879, and the formal system set out in that book.
Begriffsschrift is usually translated as concept writing or concept notation; the full title of the book identifies it as "a formula language, modeled on that of arithmetic, for pure thought." Frege's motivation for developing his formal approach to logic resembled Leibniz's motivation for his calculus ratiocinator (despite that, in the foreword Frege clearly denies that he achieved this aim, and also that his main aim would be constructing an ideal language like Leibniz's, which Frege declares to be a quite hard and idealistic—though not impossible—task). Frege went on to employ his logical calculus in his research on the foundations of mathematics, carried out over the next quarter-century. This is the first work in Analytical Philosophy, a field that later British and Anglo philosophers such as Bertrand Russell further developed.
Excerpted from Wikipedia’s “Begriffsschrift” article, available under the CC BY-SA 4.0 licence.