Peano argues that algebra's symbols must be purified into a precise, unambiguous logical notation so that mathematical reasoning…
Rivista di Matematica was Giuseppe Peano's Turin journal for symbolic logic, axiomatics, and the foundations of mathematics.
Peano argues for a simple, regular international language based on shared Latin and Romance vocabulary, free of exceptions.
The Peano–Couturat letters, 1896–1914, edited by Luciano and Roero, document a major scholarly exchange in logic and mathematics.
A brief 1922 Latin offprint by Giuseppe Peano treating operations on magnitudes within functions and mathematical physics.
Peano proposes a radically simplified Latin for international communication and critiques loose mathematical reasoning about number.
Peano's Formulario Mathematico is a symbolic encyclopedia of mathematics written in latino sine flexione, a grammarless Latin built…
Selected shorter writings of Giuseppe Peano on symbolic logic, notation, and an international language.
Arithmetices principia: an overview Arithmetices principia, nova methodo exposita is a short Latin treatise in which Giuseppe Peano…
Peano's work on constructing connected spaces and sets, building topological and geometric notions from primitive concepts.
Peano presents elementary geometry in explicit logical symbolism, distinguishing primitive ideas, definitions, and axioms from derived propositions.
Peano's reference work defining the symbols and vocabulary of his symbolic logic program.
Peano's exposition of Grassmann's Ausdehnungslehre, presenting a symbolic calculus of logic and extensive magnitudes.
Peano's Formulaire de Mathématiques is a collaborative catalog of formalized mathematics written in his symbolic notation.
Peano's essay examines how mathematics introduces new symbols and concepts, contrasting nominal abbreviation with definition by abstraction.
