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In 8°, brossura editoriale, pp. XIV, 172, (10), collana "Saggi 424", conservata schedina bibliografica, esemplare molto buono. (z017) (spedizione standard SEMPRE tracciata con raccomandata-piego di libri, eventuale FATTURA da richiedere all'ordine)
In-16° grande, leg. coeva in cart., pp. (8)XXXX-166(2). Abrasioni alla legatura, con piccole mancanze alle cuffie ed ai margini. Bruniture ad alcune carte.
DISPONIBILITÀ GARANTITA AL 99%; SPEDIZIONE ENTRO 12 ORE DALL'ORDINE. FONDO DI MAGAZZINO PARI AL NUOVO. LIEVISSIMI SEGNI DEL TEMPO. Dicono che sia il più bel gioco inventato dall'uomo. Eppure molti non la conoscono (e la temono). E allora diciamolo forte e chiaro: la matematica è divertente, e anche facilmente accessibile. Quando Alessandro Magno chiese al suo istitutore Menecmo di indicargli la strada per impararla, questi rispose: "Non esiste una via regia per la matematica". Secondo Federico Peiretti invece esiste, ed è il gioco. Protagonisti del libro sono, per citarne alcuni, personaggi come Pitagora, Archimede, Eulero, Mòbius, Feynman, Penrose, per i quali la matematica è stata anche un gioco che, a sua volta, è diventato matematica. Ma si incontrano anche "giocolieri" di grande talento quali Lewis Carroll, Sam Loyd, Henry Dudeney e Martin Gardner, che con i loro enigmi accattivanti consentono "di avvicinare ragionamenti in cui la matematica è nascosta dietro le quinte", come scrive Piergiorgio Odifreddi nella Prefazione. Dunque proprio i matematici (e i loro parenti prossimi) hanno inventato la maggior parte dei giochi più popolari, dal "filetto", nato nell'Antico Egitto e ancora oggi diffuso tra gli studenti, al "gioco della vita" concepito da uno dei maggiori matematici viventi, John Horton Conway, che confessa di aver elaborato i suoi celebri teoremi giocando. Insomma, una storia della matematica attraverso una raccolta di giochi utili per migliorare, divertendosi, la logica e l'intuizione, doti indispensabili per capire veramente non solo la matematica, ma anche il gioco della vita. Descrizione bibliografica Titolo: Il matematico si diverte. Duecento giochi ed enigmi che hanno fatto la storia della matematica Autore: Federico Peiretti Introduzione di: Mauro Gaffo Prefazione di: Piergiorgio Odifreddi Editore: Milano: Hachette fascicoli (su licenza di Longanesi & C,), Novembre 2017 Lunghezza: 328 pagine; 23 cm ISBN: 883042739X, 9788830427396 ISSN: 23-319086 Collana: Volume 17 di Sfide e Giochi matematici Soggetti: Matematica, Calcolo, Giochi matematici, Esercizi, Problemi, Quiz, Test, Enigmi, Enigmatica, Tempo libero, Apprendimento, Soluzioni, Storici, Logica, Numeri, Sequenze, Teoremi, Teorie matematiche, Geometria, Figure geometriche, Scienza, Scientifici, Bestseller, Curiosità, Indovinelli, Passatempo, Allenamento mentale, Divertimento, Spunti, Esempi, Spiegazioni, Dimostrazioni, Ragazzi, Adulti, Biografie, Storia, Aneddotica, Aneddoti, Regole, Leggi, Opere di divulgazione scientifica, Antico Egitto, Allenare la mente, Giocare, Immagini, Parole, Mathesis, Martin Gardner, Letteratura, Pitagora, Archimede, Edouard Lucas, Einstein, Newton, Moderni, Richard Phillips Feynman, Polibio, Roger Penrose, John Conway, Polimath, Politecnico, Gioco, Formule, Calcoli, Scienze esatte, Pratica, Teoria, Intuizione, Pacioli, Anagrammi, Cifre, Codici cifrati, Quadrato, Cerchio, Triangolo, Operazioni aritmetiche, Aritmetica, Chiave, Rebus, Russell, Giuseppe Peano, Algoritmi, Equazioni, Probabilità, Dadi, Cardano, Galileo, Pascal, Sistemi, Lancio, Dudeney, Fiammiferi, Mosse, Punti, Monete, Insieme, Gruppi, Diagonale, Croce, Rettangolo, Doomsday, Linee, Retta, Giocatori, Coppie, Tartaglia, Studi, Pedina, Scacchiera, Uguali, Prove, Possibilità, Divisione, Resto, Numeri primi, Divisibilità, Pari, Dispari, Dimensioni, Libri Vintage Fuori catalogo, Collezionismo, Piet Hein, Magia, Ahmes, Alcuino, Claude Gaspar Bachet, August Ferdinand Möbius, Samuel Loyd Edouard Lucas, Walter Rouse Ball, Solomon Wolf Golomb, Torre di Hanoi, Rompicapo, Intelligenza, Michael Gromov, Anello, Filastrocche, Egizi, Gauss, Labirinto, Puzzle, Alice nel paese delle meraviglie, Nastro, Mathematics, Calculation, Mathematical games, Exercises, Problems, Quizzes, Puzzles, Enigmatics, Leisure, Learning, Solutions, Historical, Logic, Numbers, Sequences, Theorems, Mathematical theories, Geometry, Geometric figures, Science, Scientific, Curiosities, Riddles, Pastime, Mental training, Fun, Ideas, Examples, Explanations, Demonstrations, Kids, Adults, Biographies, History, Anecdotes, Rules, Reads, Popular science works, Ancient egypt, Train the mind, Play, Pictures, Words, Literature, Pythagoras, Archimedes, Moderns, Polybius, Polytechnic, Game, Formulas, Calculations, Exact sciences, Practice, Theory, Intuition, Anagrams, Figures, Codes, Square, Circle, Triangle, Arithmetic operations, Key, Algorithms, Equations, Probability, Dice, Cardan, Galilei, Systems, Throwing, Matches, Moves, Points, Coins, Together, Groups, Cross, Rectangle, Lines, Players, Pairs, Studies, Pawn, Chessboard, Equal, Evidence, Chance, Division, Rest, Prime numbers, Divisibility, Even, Odd, Dimensions, Out of print books, Collectibles, Magic, Tower, Intelligence, Ring, Nursery rhymes, Egyptians, Labyrinth, Alice in Wonderland, Tape
1990Cyb-7224Addison-Wesley Malicorne sur Sarthe, 72, Pays de la Loire, France 1990 Book condition, Etat : Très Bon hardcover, editor's illustrated binding petit In-4 1 vol. - 475 pages
197713957Amsterdam Holland: North-Holland Publishing Co 1977. Paperback. Good-/None. Yellow softcover with black titling on spine and front cover lightly soiled and edgeworn with 1/4-in. closed tear at spine heel. Binding is stapled but covered with the yellow wrappers to make for a traditional-looking square spine. Front cover stamped with NY University library name address and date; no other indication of ex-library. Interior is unmarked. Small quarto. Ships from US. BOOK INFO: Vol. 1 No. 1 2 & 4; Vol. 2 No. 3; Vol. 3 Nos. 1 3 & 4; Vol. 4 No. 4; Vol. 11 No. 1; Contents include: An 'Admissible' Generalization of a Theorem on Countable E sigma Sets of Reals with Applications by M. Makkai; Models with Compactness Properties Relative to an Admissible Language by J. P. Ressayre; Countable Approximations and Lowenheim-Skolem Theorems by D. W. Kueker; Adding Dependent Choice by D. Pincus. Countable Sets of Reals; M. Makkai; J. P. Ressayre; Lowenheim-Skolem Theorems; D. W. Kueker; D. Pincus North-Holland Publishing Co paperback
Very Good English Paperback. Pbo. Foolscap 8vo. (18 x 12 cm). In Turkish. [xiii], 297 p. Ilâhiname. Translated by Abdülbaki Gölpinarli.
Antwerpen, Standaard-Boekhandel (Philosophische Bibliotheek), 1949, 220pp., 23cm.
F14001, Antwerpen, Standaard-Boekhandel (Philosophische Bibliotheek), 1949, 220pp., 23cm.
1936024710Bruxelles Belgium: Privately Published 1936. Good condition. Chip to corner of front cover. Author's business card laid in with "Hommage de l'auteur" handwritten in ink. 102 pages mimeographed on rectos only blank versos. Bound in stiff card wraps with a beige cloth spine. The author's name is hand inked on the spine. Feys was a frequent contributor of reviews to JOURNAL OF SYMBOLIC LOGIC. Oversize Softcover. 8.25" wide by 10.75" tall. This volume was among several dozen books from Alonzo Church's library that we were lucky enough to purchase at auction in New Jersey. Several of the books contain his signature or a presentation inscription to him. Unfortunately this volume does not have those signs of his ownership. But please check our inventory for several others that do. Alonzo Church 1903 - 1995 was professor of mathematics at Princeton University 1929-1967 and of mathematics and philosophy at UCLA 1967-1990. He was the founding editor of the JOURNAL OF SYMBOLIC LOGIC. Among his most influential contributions are Church's Theorem Church's Thesis and the Lambda Calculus. His work was of major importance in mathematical logic recursion theory theoretical computer science and functional programming languages in general. Professor Church's creation of lambda calculus was the foundation for the LISP programming language and provided the semantic model for ALGOL. He was elected to the National Academy of Sciences British Academy and the American Academy of Arts and Sciences. Church is regarded by many as the greatest American logician of the 20th century. For more on Church's contributions see items 250 251 321 394 and 533 in Hook and Norman's ORIGINS OF CYBERSPACE A LIBRARY ON THE HISTORY OF COMPUTING. 1st ed No additional printings listed. Oversize Softcover. Good condition. Illus. by NOT a library discard. vii 102 pages. Great Packaging Fast Shipping. Privately Published? Paperback
Mm 130x200 Collana Universale Economica Feltrinelli. Brossura di pp. 258. Opera in buonissime condizioni. SPEDIZIONE IN 24 ORE DALLA CONFERMA DELL'ORDINE
Mm 115x185 Collana "Biblioteca di Monografie Scientifiche" - Brossura editoriale, 160 pagine con 42 ill. nel testo. Opera in ottime condizioni, come nuova.
Mm 115x185 Collana Biblioteca di Monografie Scientifiche. Brossura editoriale di pp. 160 con 42 ill. nel testo. Opera in ottime condizioni.
Torino, G. B. Paravia, 1922, in-16, br. editoriale, pp. XIX, (1), 292, (2). Copertina di Brugo. Note marginali manoscritte in inchiostro, ed appunti allegati. "Biblioteca di Filosofia e di Pedagogia".
1985PHIL0001aWien, Löcker 1985. 625 S., ill. Okart., neuwertig. (= Werkausgabe; 4).- "Franz Fischers (1929-1970) Studien und Sprachexperimente zur Logik der Mitmenschlichkeit beginnen eine Zusage ohne Versprechen einzulösen - daß die Dialogphilosophie von Feuerbach zu Buber und Rosenzweig heute weder der Wissenschaftsphobie noch der romantischen Nacktheit nachgeben darf." (Klappe)
181856637BBStuttgart, Steinkopf Verlag, 1818. Klein-8°. 18 cm. XII, 211 Seiten. Neuerer Pappband.
In 16°, mezzapelle con angoli, conservate le brossure, pp. 260, buon esemplare. LIB XD4B LIB XD4B
198061879Berlin, New York: Springer (Lecture Notes in Mathematics, 769), 1980. X, 149 S. (24 cm) Broschierte Ausgabe
1912012055London: William Heinemann 1912. EX-LIBRARY with call numbers on spine internal pocket and stamps on front endpapers only. Square and surprisingly tight. Solid reading copy of the scarce First Edition in English. Corners worn and spine ends frayed. Pages are clean and bright and completely unmarked. Inner hinges are sound. No foxing. No underlining. No highlighting. No margin notes. Illustrated with frontispiece portrait of Friedrich Nietzsche and 10 other photographic plates. This is a biography by the philosopher's sister. From the preface: "In the following pages I have endeavoured to depict the young and happy Nietzsche not only during a given well-defined period but throughout the whole of the thirty-two happy years of his youth from 1844 to 1876. I alone can speak with any real knowledge of these years for as Baron von Gersdorff and Rohde once said to me: 'We are acquainted only with small portions of his life; but you know everything that links those isolated portions together.'" Index. Original blue cloth . First Printing of the First UK Edition. Hardcover. Good EX-LIBRARY. 8vo. xi 399pp . William Heinemann Hardcover
Paris, Les éditions de l'école 1957. 2 volumes in-8 carrés, couvertures illustrées de 365 + 444 pages illustrées. Bel exemplaire
In 8, pp. 78, br. Lievissimi difetti al dorso. Buon esemplare (6118/ ALGEBRA - LOGICA)
1955009116Chartres: Imprimerie Durand 1955. Very Good condition. 16 cm x 24.5 cm. A solid copy. Bound in the original paper wrappers a little age-toned and lightly chipped at the spine ends. NO owner's name or bookplate. Pages are clean and unmarked. Relation theory. Ph.D. thèses présentées a la faculté des sciences de l'université de Paris. soutenues le 29 octobre 1953. Text in French with English summary. This work was reviewed by Paul Dedecker in Alonzo Church's JOURNAL OF SYMBOLIC LOGIC Volume 22 Issue 4 1957 371-372. The French mathematical logician Roland Fraïssé 1920-2008 received his doctoral degree from the University of Paris in 1953. In this his thesis Fraïssé devised a method of determining elementary equivalence. Using a back-and-forth methodology he determined whether two model-theoretic structures were elementarily equivalent. It was later formulated as the Ehrenfeucht-Fraïssé game. This is one of several dozen books and periodicals from Alonzo Church's library that we were lucky enough to purchase at auction in New Jersey. Several of the books contain his signature or a presentation inscription to him. Unfortunately this copy does not have those signs of his ownership. But please check our inventory for several others that do. Alonzo Church 1903 - 1995 was professor of mathematics at Princeton University 1929-1967 and of mathematics and philosophy at UCLA 1967-1990. He was the founding editor of the JOURNAL OF SYMBOLIC LOGIC. Among his most influential contributions are Church's Theorem Church's Thesis the Church-Turing Thesis and the Lambda Calculus. His work was of major importance in mathematical logic recursion theory theoretical computer science and functional programming languages in general. Professor Church's creation of lambda calculus was the foundation for the LISP programming language and provided the semantic model for ALGOL. Church was first to demonstrate that David Hilbert's Entscheidungsproblem was unsolvable. It was Church who coined the phrase "Turing machine" for Alan Turing's hypothetical universal computing machine. He was elected to the National Academy of Sciences British Academy and the American Academy of Arts and Sciences. Church is regarded by many as the greatest American logician of the 20th century. For more on Church's contributions see items 250 251 321 394 and 533 in Hook and Norman's ORIGINS OF CYBERSPACE A LIBRARY ON THE HISTORY OF COMPUTING. . First Edition Thus première édition. Softcover. Very Good condition. 155pp. Great Packaging Fast Shipping. Imprimerie Durand Paperback
0444864172.Ghardcover. Good. Access codes and supplements are not guaranteed with used items. May be an ex-library book. hardcover
Biblioteca di cultura moderna n. 492
Biblioteca di cultura moderna numero 432