Giuseppe Peano's Arithmetices Principia is a foundational work in mathematical logic, presenting arithmetic axioms in a symbolic language. It introduced Peano's axioms, which are still used to define natural numbers, and significantly influenced the development of formal logic and set theory.
Sources for Giuseppe Peano — Arithmetices Principia
Giuseppe Peano — Arithmetices Principia in Logic
Held in the Logic chamber of the Babel Nexus Index.
- Aristotle — Categories (Organon) (c. 350 BCE)
- Immanuel Kant — Logic (Jäsche edition) (1800)
- George Boole — The Mathematical Analysis of Logic (1847)
- Augustus De Morgan — Formal Logic (1847)
- Bertrand Russell — Introduction to Mathematical Philosophy (1919)
- Alan Turing — On Computable Numbers (1936)
- Lewis Carroll — The Game of Logic (1886)
- John Venn — Symbolic Logic (1881)
- Gottfried Wilhelm Leibniz — Dissertatio de Arte Combinatoria (1666)
- William Stanley Jevons — The Principles of Science (1874)
- Ludwig Wittgenstein — Tractatus Logico-Philosophicus (1921)