Giuseppe Peano

Giuseppe Peano (1858 - 1932) Italian mathematician, linguist and author, perhaps best known for the Peano curve.

Born in Piedmont, Peano studied at the university in Turin. After graduating, Peano ghostwrote a calculus textbook for Angelo Genocchi. In his first book published under his own name, Peano introduced our modern symbols for set union and set intersection. Work on a Formulario, a comprehensive encyclopedia of mathematical formulas, led him to invent a new language in which he sought to do for Latin what Ludwig Zamenhof was trying to do with Esperanto. The final edition of Formulario was written in the language he invented.

单词	GiuseppePeano
释义	Giuseppe Peano Giuseppe Peano (1858 - 1932) Italian mathematician, linguist and author, perhaps best known for the Peano curve. Born in Piedmont, Peano studied at the university in Turin. After graduating, Peano ghostwrote a calculus textbook for Angelo Genocchi. In his first book published under his own name, Peano introduced our modern symbols for set union and set intersection. Work on a Formulario, a comprehensive encyclopedia of mathematical formulas, led him to invent a new language in which he sought to do for Latin what Ludwig Zamenhof was trying to do with Esperanto. The final edition of Formulario was written in the language he invented.
随便看	binomial formula BinomialFormulaForNegativeIntegerPowers binomial formula for negative integer powers BinomialProofOfPositiveIntegerPowerRule binomial proof of positive integer power rule BinomialTheorem TopologicalLattice topological lattice TopologicallyIrreducibleRepresentationsAreAlgebricallyIrreducibleForCalgebras topologically irreducible representations are algebrically irreducible for C^*-algebras TopologicallyNilpotent topologically nilpotent TopologicallyTransitive topologically transitive TopologicalManifold topological manifold TopologicalProofOfTheCayleyHamiltonTheorem topological proof of the Cayley-Hamilton theorem TopologicalPropertiesAndNets topological properties and nets TopologicalPropertiesOfTheSorgenfreyHalfopenPlane topological properties of the Sorgenfrey half-open plane TopologicalRing topological ring TopologicalSpace