27 books for « frege g »Edit

‎Über die Grundlagen der Geometrie + Über die Grundlagen der Geometrie II. - [THE FREGE-HILBERT CONTROVERSY]‎

‎Leipzig, B. G. Teubner, 1903. 8vo. Bound with the original wrappers in contemporary half cloth with gilt lettering to spine. In ""Jahresbericht der Deutschen Mathematiker-Vereinigung"", 12. Band. 6. Heft. Juni. Bound with all issues from December 1902 till December 1903 (all issues with wrappers). Pp. 319-324"" Pp. 368-375. [Entire volume: VI, 602 pp.].‎

‎First appearance of Frege's important paper on the role of axioms in mathematical theories, describing the correct way to demonstrate consistency and independence results for such axioms.The two papers was Frege's response to Hilbert's ""Grundlagen der Geometrie"" which inaugurated the famous Frege-Hilbert Controversy. ""Hilbert's lecture [Grundlagen der Geometrie] inspired a sharp reaction from his contemporary Gottlob Frege, who found both Hilbert's understanding of axioms, and his approach to consistency and independence demonstrations, virtually incomprehensible and at any rate seriously flawed. Frege's reaction is first laid out in his correspondence with Hilbert from December 1899 to September 1900, and subsequently in two series of essays (both entitled ""On the Foundations of Geometry"") published in 1903 and 1906. Hilbert was never moved by Frege's criticisms, and did not respond to them after 1900. Frege, for his part, was never convinced of the reliability of Hilbert's methods, and held until the end that the latter's consistency and independence proofs were fatally flawed.""(SEP). ""Frege felt that his view represented a traditional understanding of this notion, and that Hilbert's departure from this understanding led to a confusion about axioms that undermined many of the sorts of results, in particular, the independence of the axioms of geometry, that Hilbert saw as major mathematical achievements. Symptomatic of Hilbert's confusion, according to Frege, was Hilbert's claiming that axioms could serve to define"" the reason that this is a confusion, according to Frege, is that axioms and definitions are statements of wholly different types."" (Antonelli, Frege's New Science).Friedrich Ludwig Gottlob Frege (1848 - 1925) was a German mathematician, but his main contributions lie in his becoming a logician and a philosopher, who influenced the fields of logic and analytic philosophy immensely. Together with Wittgenstein, Russel and Moore, Frege is considered the founder of analytic philosophy, and a main founder of modern mathematical logic. In the preface of the ""Principia Mathematica"" Russell and Whitehead state that ""In all questions of logical analysis our chief debt is to Frege"" (p. VIII). His influence on 20th century philosophy has been deeply profound, especially in the English speaking countries from the middle of the 20th century and onwards"" in this period most of his works were translated into English for the first time.The philosophical papers of Frege were published in Germany in scholarly journals, which were barely read outside of German speaking countries. The first collections of his writings did not appear until after the Second World War, and Frege was little known as a philosopher during his lifetime. He greatly influenced the likes of Russel, wittgenstein and Carnap, though, and bears a great responsibility for the turn modern philosophical thought has taken. Due to his contributions to the philosophy of language, analytic philosophy could be founded as it were. Instead of answering the question about meaning, Frege here sets out to explore the foundations of arithmetic, beginning with questions such as ""What is a number?"" In his solutions the answer to the question of meaning could also be found, though, and he permitted himself ""the hope that even the philosophers, if they examine what I have written without prejudice, will find in it something of use to them."" (p. XIi - Introduction). ‎

‎The Thought: a Logical Inquiry (Translated by A.M. and Mercelle Quinton). (In: Mind. A quarterly Review of Psychology and Philosophy. Edited by Gilbert Ryle. Vol. LXV. No. 259. July, 1956). + Negation. Translated by P.T. Geach. (In: Translations from ... - [THE LOGICAL INVESTIGATIONS]‎

‎Edinburgh & Oxford, 1952, 1956 + 1963. All three articles are present in the entire orig. volumes, all in the orig. wrappers. The two volumes of ""Mind"" are in the orig. printed grey wrappers and the ""Philosophical Essays"" is in the orig. green full cloth w. the orig. d-j. in very good condition w. only a few smaller tears to upper capital and upper front wrapper, not price-clipped. Internally mint. Mind Vol. LXXII, No. 285 w. a tear to back, else very fine. Mind Vol. LXV, No. 259 w. some signs of wear, especially to extremities, but a fine and internally very clean copy.‎

‎This set comprises the entire ""Logische Untersuchungen"" in the first English language translations. In the foreword to ""Compound Thoughts"", the translator notes: ""This article, entitled ""Logische Untersuchungen. Dritter Teil: Gedankenfüge"", was published in the ""Beiträge zur Philosophie des deutschen Idealismus, III (1923), 36-51. The first two parts of these ""logical investigations"" were ""Der Gedanke"" (Beiträge I (1819), trans. ""The Thought"" in MIND LXV (1956) ) and ""Die Verneinung"" (Beiträge I (1919), trans. ""Negation"" in Geach and Black (ed.) ""Translations from the Philosophical Writings of Gottlob Frege.""). The three articles that constitute the Logical Investigations are some of the most important, influential and widely discussed of Frege's philosophical papers. In 1875 the entire ""Logical Investigations"" appeared together in English translation for the first time. It was Frege's wish that these three articles were viewed as a whole and published together under the title of ""Logische Untersuchungen"", now considered a work of the utmost importance. These three volumes also comprise many other articles by Frege in the first English translations (in Translations from the Philosophical Writings of Gottlob Frege) as well as original contributions by P.T. Geach: ""On Frege's Way Out"" (in Mind Vol. LXV, No. 259. and ""Mr. Strawson on Symbolic and Traditional Logic"" (in Mind Vol. LXXII, No. 285).Friedrich Ludwig Gottlob Frege (1848 - 1925) was a German mathematician, but his main contributions lie in his becoming a logician and a philosopher, who influenced the fields of logic and analytic philosophy immensely. Together with Wittgenstein, Russel and Moore, Frege is considered the founder of analytic philosophy, and a main founder of modern mathematical logic. His influence on 20th century philosophy has been profound, especially in the English speaking countries from the middle of the 20th century and onwards" in this period most of his works were translated into English for the first time.The philosophical papers of Frege were published in Germany in scholarly journals, which were barely read outside of German speaking countries. The first collections of his writings did not appear untill after the the Second World War, and Frege was little known as a philosopher during his lifetime. He greatly influenced the likes of Russel, Wittgenstein and Carnap, though, and bears a great responsibility for the turn modern philosophical thought has taken. Due to his contributions to the philosophy of language, analytic philosophy could be founded as it were. ‎

‎Die Grundlagen der Arithmetik. eine logisch mathematische Untersuchung über den Begriff der Zahl. - [THE STARTING POINT OF ANALYTIC PHILOSOPHY - PRESENTATION-COPY]‎

‎Breslau, Wilhelm Koebner, 1884 8vo. Contemporary paper boards. Paper labels over spine. Extremities worn, but tight and fine. A stamp to end-paper and to verso of title-page. Title-page and end-papers with light brownspotting, and some leaves with marginal markings, otherwise very nice and clean. Inscribed to front free end-paper. (10), XI, (1), 119, (1) pp.‎

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‎The rare first edition with a handwritten presentation-inscription from Frege (""Freundschaftlichst/ überreicht vom/ Verfasser."") of this pioneering work of modern logic, which constitutes the starting point of analytic philosophy, of the philosophy of mathematics, and of logicism. This cornerstone of modern logic was pivotal to the development of the two main disciplines: the foundation of mathematics and the foundation of philosophy, and with it, Frege founded the discipline of logicism. The work profoundly influenced Russell and Wittgenstein, who both used Frege's ""The Foundations of Arithmetic"" as a steppingstone for their own work (e.g. In the preface of the ""Principia Mathematica"" Russell and Whitehead state that ""In all questions of logical analysis our chief debt is to Frege"" (p. VIII).).Frege presentation-copies are of the utmost scarcity and hardly ever enter the market. ""The Foundations of Arithmetic"" arguably constitutes Frege's main work, as it is here that he expounds the central notions of his philosophy while severely and effectively criticizing his predecessors and contemporaries. It is here that he deals with the actual goal of all his thought, namely TO BUILD MATHEMATICS AS AN EXTENSION OF LOGIC. The book represents the first philosophically sound discussion of the concept of number in Western civilization, and it profoundly influenced developments in the philosophy of mathematics and in general ontology.Beginning thus: ""When we ask someone what the number one is, or what the symbol ""I"" means, we get as a rule the answer ""Why, a thing"". And if we go on to point out that the proposition ""the number is a thing"" is not a definition, because it has the definite article on one side and the indefinite on the other, or that it only assigns the number one to the class of things, without stating which thing it is, then we shall very likely be invited to select something for ourselves - anything we please - to call one.""... (""F.o.A"" Introduction), Frege goes on to argue that number is something connected with an assertion concerning a concept - and essential for the notion of number is that of equality of a number. The definition that he settled upon, and which became of fundamental importance to the development of modern logic and the foundations of philosophy and mathematics was ""The number which belongs to the concept ""F"" is the extension of the concept of being equal to the concept ""F""."""" here, equality of concepts is understood as the existence of a one-to-one correspondence between their extensions. """"Foundations of Arithmetic"" (1884) provided an impressive definition of number in logical terms, after having criticized several empiricist, formalist and psychologistic approaches to mathematics. The definition was constructed in terms of properties of concepts rather than through classes. Thus, the number of a class was introduced as the number which applies to a given concept, and this last as the extension of the concept ""equinumerous with the given concept"", which can be defined in terms of bijective correspondence between sets."" (Grattan-Guinness I: p. 621). ""The name of Frege has become one of the most honoured in the history of mathematics. The central feature of the book is the development of the definition of number. There can be no doubt about the greatness of this work"" (W.H. McCrea - review of the English translation).""Its epochal character in the attempt to put mathematical concepts on a rigorously logical basis has been realized in this country from the beginning of this century, thanks to the writings of Russell and Whitehead."" (The Times Literary Supplement - review of the English translation). ""The modern philosophy of mathematics is characterized by the fact that various schools have been formed to overcome the difficulties occasioned by the antinomies. The oldest of these schools is LOGICISM and goes back to FREGE, one of the most significant logicians of all times."" (Stegmüller, p. 326). ‎

‎The Foundation of Arithmetic. A logico-mathematical enquiry into the concept of number. English Translation by J.L Austin. (Die Grundlagen der Arithmetik. Eine logisch mathematische Untersuchung über den Begriff der Zahl).‎

‎Oxford, Basil Blackwell, 1950. 8vo. Orig. full green cloth w. gilt lettering to spine, orig. blue dust-jacket w. some soiling. Very minor nick to upper capital at back hinge, otherwise intact w. no loss and not price-clipped. Cloth-bdg. w. minor wear to capitals. Internally very nice and clean. Pp. xii + xiie, pp. XI + XIe, (2), 119 + 119e pp.‎

‎First U.K. edition, being the first English language, edition of this philosophical classic, Frege's later so influential first book, which is considered the best introduction to his thought. The work was originally published in German in 1894 (the text of which is also printed here), but the English translation has probably been more influential. Friedrich Ludwig Gottlob Frege (1848 - 1925) was a German mathematician, but his main contributions lie in his becoming a logician and a philosopher, who influenced the fields of logic and analytic philosophy immensely. Together with Wittgenstein, Russel and Moore, Frege is considered the founder of analytic philosophy, and a main founder of modern mathematical logic. In the preface of the ""Principia Mathematica"" Russell and Whitehead state that ""In all questions of logical analysis our chief debt is to Frege"" (p. VIII). His influence on 20th century philosophy has been deeply profound, especially in the English speaking countries from the middle of the 20th century and onwards"" in this period most of his works were translated into English for the first time.The philosophical papers of Frege were published in Germany in scholarly journals, which were barely read outside of German speaking countries. The first collections of his writings did not appear until after the Second World War, and Frege was little known as a philosopher during his lifetime. He greatly influenced the likes of Russel, wittgenstein and Carnap, though, and bears a great responsibility for the turn modern philosophical thought has taken. Due to his contributions to the philosophy of language, analytic philosophy could be founded as it were. Instead of answering the question about meaning, Frege here sets out to explore the foundations of arithmetic, beginning with questions such as ""What is a number?"" In his solutions the answer to the question of meaning could also be found, though, and he permitted himself ""the hope that even the philosophers, if they examine what I have written without prejudice, will find in it something of use to them."" (p. XIi - Introduction).The book has belonged to James K. Feibleman, the author of ""A Myth is a Religion in which no one any longer believes"" in ""Understanding Philosophy"", 1973, and bears a dedication from him ""For Florence"".German-English parallel-text. ‎

‎Revue d'Histoire des Sciences - Tome 55, n° 3 - Juillet-Septembre 2002 , (La centrifugation et la cellule : La déconstruction du protoplasme entre 1880 et 1910 - Gottlob Frege et la géométrie projective : La dissertation inaugurale de 1873 - Un effet Doppler-Fizeau méconnu : Ole Roemer et la vitesse de la lumière)‎

‎Presses Universitaires de France - P.U.F. , Revue d'Histoire des Sciences Malicorne sur Sarthe, 72, Pays de la Loire, France 2002 Book condition, Etat : Bon broché, sous couverture imprimée éditeur blanche, titre en bleu et noir grand In-8 1 vol. - 130 pages‎

‎quelques figures dans le texte en noir et blanc 1ere édition, 2002 Contents, Chapitres : 1. Articles : Danièle Ghesquier : La centrifugation et la cellule : La déconstruction du protoplasme entre 1880 et 1910 - Jean-Pierre Belna : Frege et la géométrie projective : La dissertation inaugurale de 1873 - Patrice Bailhache : Un effet Doppler-Fizeau méconnu : Roemer et la vitesse de la lumière - 2. Analyse d'ouvrages - Gottlob Frege (né le 8 novembre 1848 à Wismar mort le 26 juillet 1925 à Bad Kleinen), de son nom complet Friedrich Ludwig Gottlob Frege, est un mathématicien, logicien et philosophe allemand, créateur de la logique moderne et plus précisément du calcul propositionnel moderne : le calcul des prédicats. Il est en outre considéré comme l'un des plus importants représentants du logicisme. C'est à la suite de son ouvrage Les Fondements de l'arithmétique, où il tente de dériver l'arithmétique de la logique, que Russell lui a fait parvenir le paradoxe qui porte son nom. Néanmoins Frege n'entendait nullement réduire le raisonnement mathématique à sa seule dimension logique. Son idéographie visait à associer sur la même page, et de manière explicite, le contenu mathématique (ligne horizontale de la page) et la structure logique (ligne verticale). - En 1873, Frege obtient son doctorat sous la direction d'Ernst Christian Julius Schering, avec une thèse intitulée Ueber eine geometrische Darstellung der imaginären Gebilde in der Ebene (Sur une représentation géométrique des formes imaginaires dans le plan), dans laquelle il vise à résoudre des problèmes fondamentaux de géométrie comme, par exemple, donner une interprétation mathématique des points infiniment distants (imaginaires) de la géométrie projective. (source : Wikipedia) - Ole Christensen Rømer (ou Römer, ou Rmer) (1644-1710) est un astronome danois, qui a travaillé à l'Observatoire de Paris dès 1671. Il fit l'hypothèse que la lumière avait une vitesse finie, précisant qu'il fallait 22 minutes à la lumière pour parcourir une distance égale au diamètre de l'orbite de la Terre. À son époque, ce diamètre n'était pas connu avec précision, et l'on sait maintenant que la lumière met un peu plus de 16 minutes pour parcourir le diamètre de l'orbite terrestre et non 22 minutes. Son calcul lui permit néanmoins de donner une vitesse de la lumière de 220 000 kilomètres par seconde, valeur à 26,5 % près de celle fixée actuellement (299 792,458 km/s), même si nous l'arrondissons souvent 3 ×105 km/s. Cette première approche de la vitesse de la lumière suivait des expériences de Galilée, sur cette même question, qui avaient donné des résultats peu concluants. couverture à peine jaunie, sinon bel exemplaire, intérieur frais et propre - paginé 323 à 444‎

‎The Foundation of Arithmetic. A logico-mathematical enquiry into the concept of number. English Translation by J.L Austin. (Die Grundlagen der Arithmetik. Eine logisch mathematische Untersuchung über den Begriff der Zahl).‎

‎Oxford, Basil Blackwell, 1950. 8vo. Orig. full green cloth. Inner hinges very weak. Back sunned and crooked, but a very clean copy. Pp. xii + xiie, pp. XI + XIe, (2), 119 + 119e pp.‎

‎First U.K. edition, being the first English language edition of this philosophical classic, Frege's first book, which is considered the best introduction to his thought. The work was originally published in German in 1894 (the text of which is also printed here), but the English translation has probably been more influential. Friedrich Ludwig Gottlob Frege (1848 - 1925) was a German mathematician, but his main contributions lie in his becoming a logician and a philosopher, who influenced the fields of logic and analytic philosophy immensely. Together with Wittgenstein, Russel and Moore, Frege is considered the founder of analytic philosophy, and a main founder of modern mathematical logic. His influence on 20th century philosophy has been profound, especially in the English speaking countries from the middle of the 20th century and onwards" in this period most of his works were translated into English for the first time.The philosophical papers of Frege were published in Germany in scholarly journals, which were barely read outside of German speaking countries. The first collections of his writings did not appear untill after the the Second World War, and Frege was little known as a philosopher during his lifetime. He greatly influenced the likes of Russel, wittgenstein and Carnap, though, and bears a great responsibility for the turn modern philosophical thought has taken. Due to his contributions to the philosophy of language, analytic philosophy could be founded as it were. In stead of answering the question about meaning, Frege here sets out to explore the foundations of arithmetic, beginning with questions such as ""What is a number?"" In his solutions the answer to the question of meaning could also be found, though, and he permitted himself ""the hope that even the philosophers, if they examine what I have written without prejudice, will find in it something of use to them."" (p. XIi - Introduction).German-English parallel-text. ‎

‎Ueber die Begriffsschrift des Herrn Peano und meine einige. (In: Verhandlungen der Königlich Sächsischen Gesellschaft der Wissenschuften zu Leipzig, volume 48, pp.362-378.) - [THE 'BEGRIFFSSCHRIFT' OF FREGE AND PEANO]‎

‎Leipzig, Hirzel, 1897. 8vo. Unbound, marbled paper strip to spine. In ""Verhandlungen der Königlich Sächsischen Gesellschaft der Wissenschuften zu Leipzig"", volume 48, pp.362-378. Fine and clean. ‎

‎First edition. In this paper Frege eagerly defended his conceptual notation against Peano's. Though Frege preceded both Schröder and Peano, neither paid much attantion to Frege's work. This neglet has been attributed to Frege's repulsive symbolism. (See Cajori: A History of Mathematical Notations, paragraph 687). Modern notation in logic originates mainly from Peano's system.‎

‎The Whole Number. (In: Mind. A Quarterly Review of Psychology and Philosophy. Vol. LXXIX. No. 316. October, 1970).‎

‎(Edinburgh), 1970. 8vo. Orig. printed grey wrappers. Very nice and clean. Pp. 481-486 (rest of the volume: pp. 487-640, [16 pp. - advertisements] ).‎

‎First publication in English of Frege's essay on the number, translated from the French (in which it was first publiseh, ""Le nombre entier."" The original French article first appeared in ""Révue Métaphysique et de Morale"", vol. iii, 1895, pp. 73-78.Friedrich Ludwig Gottlob Frege (1848 - 1925) was a German mathematician, but his main contributions lie in his becoming a logician and a philosopher, who influenced the fields of logic and analytic philosophy immensely. Together with Wittgenstein, Russel and Moore, Frege is considered the founder of analytic philosophy, and a main founder of modern mathematical logic. His influence on 20th century philosophy has been profound, especially in the English speaking countries from the middle of the 20th century and onwards" in this period most of his works were translated into English for the first time.The philosophical papers of Frege were published in Germany in scholarly journals, which were barely read outside of German speaking countries. The first collections of his writings did not appear untill after the the Second World War, and Frege was little known as a philosopher during his lifetime. He greatly influenced the likes of Russel, Wittgenstein and Carnap, though, and bears a great responsibility for the turn modern philosophical thought has taken. Due to his contributions to the philosophy of language, analytic philosophy could be founded as it were. ‎

‎Revue d'Histoire des Sciences - Tome 50, n° 1/2 - Janvier-Juin 1997 , (Naissance d'un dessein : Frédéric Joliot et le nucléaire français, août 1944 - septembre 1945 - Jacques Salomon, 1908-1942 : Profil d'un physicien théoricien dans la France des années trente - Paul Villard, J.-J. Thomson et la composition des rayons cathodiques - Les nombres réel: Frege critique de Cantor et de Dedekind - L'hypothèse d'Avogadro (1811) et d'Ampère (1814) : La distinction atome / molécule et la théorie de la combinaison chimique)‎

‎Presses Universitaires de France - P.U.F. , Revue d'Histoire des Sciences Malicorne sur Sarthe, 72, Pays de la Loire, France 1997 Book condition, Etat : Bon broché, sous couverture imprimée éditeur blanche, titre en bleu et noir grand In-8 1 vol. - 235 pages‎

‎ 1ere édition, 1997 Contents, Chapitres : Michel Pinault : Naissance d'un dessein : Frédéric Joliot et le nucléaire français, août 1944 - septembre 1945 - Martha Cecila Bustamante : Jacques Salomon, 1908-1942 : Profil d'un physicien théoricien dans la France des années trente - Benoit Lelong : Paul Villard, J.-J. Thomson et la composition des rayons cathodiques - Jean-Pierre Belna : Les nombres réel: Frege critique de Cantor et de Dedekind - Myriam Scheidecker-Chevallier : L'hypothèse d'Avogadro (1811) et d'Ampère (1814) : La distinction atome / molécule et la théorie de la combinaison chimique - Comptes rendus couverture à peine jaunie avec une infime trace de pliure au coin supérieur droit du plat supérieur, sinon très bon état, intérieur frais et propre - paginé 1 à 235‎

‎Revue d'Histoire des Sciences - Tome 52, n° 3-4 - Juillet-Décembre 1999 - Mathématique et logique chez Bolzano , (Frege's and Bolzano's rationalist conceptions of arithmetic - Bolzano's theory of representation - Bolzano's criticism of indirect proofs - Philosophy of mathematics : Bolzano's responses to Kant and Lagrange - Bolzano and Cournot on mathematical explanation - Réalisme mathématique, réalisme logique chez Bolzano - Forme, variation et déductibilité dans la logique de Bolzano)‎

‎Presses Universitaires de France - P.U.F. , Revue d'Histoire des Sciences Malicorne sur Sarthe, 72, Pays de la Loire, France 1999 Book condition, Etat : Bon broché, sous couverture imprimée éditeur blanche, titre en bleu et noir grand In-8 1 vol. - 201 pages‎

‎ 1ere édition, 1999 Contents, Chapitres : 1. Articles : 1.1. Charles Chihara : Frege's and Bolzano's rationalist conceptions of arithmetic - 1.2. Joëlle Proust : Bolzano's theory of representation - 1.3. Johannes Hafner : Bolzano's criticism of indirect proofs - 1.4. Paul Rusnock : Philosophy of mathematics : Bolzano's responses to Kant and Lagrange -1.5. Paolo Mancosu : Bolzano and Cournot on mathematical explanation - 1.6. Hourya Sinaceur : Réalisme mathématique, réalisme logique chez Bolzano - 1.7. Jan Sebestik : Forme, variation et déductibilité dans la logique de Bolzano - 2. Informations, Analyses - Bernard Bolzano (5 octobre 1781 18 décembre 1848), de son nom complet Bernhard Placidus Johann Nepomuk Bolzano, est un mathématicien, logicien, philosophe et théologien né et mort à Prague. Fils dune germanophone et dun émigré dItalie en Bohême, alors dans lEmpire dAutriche, Bolzano a rédigé toutes ses uvres en allemand. L'influence de ses ouvrages philosophiques est importante, tout comme ses découvertes en mathématiques. Il a donné son nom à deux théorèmes. - Bolzano est souvent considéré comme un des fondateurs de la logique moderne. Dans sa Théorie de la science de 1837, il essaie de fournir des fondements logiques à toutes les sciences, construites à partir d'abstractions, d'objets abstraits, d'attributs, de constructions, de démonstrations, de liens La plupart de ces tentatives retracent ses travaux précédents concernant la relation objective entre les conséquences logiques (les choses telles qu'elles se produisent) et notre perception purement subjective de ces conséquences (notre façon d'aborder les évènements). Il se rapproche ici de la philosophie des mathématiques, comme dans ses Beiträge de 1810. Pour Bolzano, nous n'avons aucune certitude quant aux vérités, ou supposées comme telles, de la nature ou des mathématiques, et c'est justement le rôle des sciences, pures comme appliquées, que de trouver une justification des vérités (ou des lois) fondamentales, qui se trouvent le plus souvent en contradiction avec nos intuitions. (source : Wikipedia) Couverture à peine jaunie, légères pliures sur les angles de la couverture, intérieur frais et propre - paginé 340 à 540‎

‎Translations from the philosophical writings of Gottlob Frege‎

‎Oxford, Blackwell 1988 x + 228pp., 3rd ed., softcover, 22cm., Very good, F58160‎

‎Studies in History and Philosophy of Science - volume 2, number 3 - November 1971‎

‎Pergamon Press , Studies in History and Philosophy of Science Malicorne sur Sarthe, 72, Pays de la Loire, France 1971 Book condition, Etat : Bon paperback grand In-8 1 vol. - 99 pages‎

‎ Contents, Chapitres : G. Frege : On the law of inertia (translated by H. Jackson and E. Levy) - H.R. Post : Correspondence, invariance, and heuristics : in praise of conservative induction - Discussion : A note on Berkeley 's corpuscularian theories in Siris , Gabriel Moked - Essay reviews : F. Darwin, ed. The life and letters of Charles Darwin , reviewed by Ernst Mayr - Ghiselin , The triumph of the Darwinian method, by Frank N. Egerton - Rosenblueth, Mind and Brain, by Abraham S. Luchins - books received working copy from Pierre Thuillier, few annotations at pencil‎

‎Funktion, Begriff, Bedeutung‎

‎Göttingen, Van den hoeck & Ruprecht 2002 xlvi + 96pp., with handwritten dedication by M. Textor, softcover, 20cm., Very good, F58159‎

‎Les fondements de l'arithmétique - Recherche logico-mathématique sur le concept de nombre - Collection l'ordre philosophique.‎

‎Seuil. 1969. In-8. Broché. Bon état, Couv. convenable, Dos satisfaisant, Intérieur frais. 232 pages.. . . . Classification Dewey : 100-PHILOSOPHIE ET DISCIPLINES CONNEXES‎

‎Collection l'ordre philosophique - traduction et introduction de Claude Imbert. Classification Dewey : 100-PHILOSOPHIE ET DISCIPLINES CONNEXES‎

‎Ecrits logiques et philosophiques - Collection l'ordre philosophique.‎

‎Seuil. 1971. In-8. Broché. Etat d'usage, Couv. convenable, Dos plié, Papier jauni. 233 pages.. . . . Classification Dewey : 100-PHILOSOPHIE ET DISCIPLINES CONNEXES‎

‎Collection l'ordre philosophique - traduction et introduction de Claude Imbert. Classification Dewey : 100-PHILOSOPHIE ET DISCIPLINES CONNEXES‎

‎Idéographie - Collection bibliothèque des textes philosophiques.‎

‎Vrin. 1999. In-8. Broché. Bon état, Couv. convenable, Dos satisfaisant, Intérieur frais. XIII+213 pages - quelques figures en noir et blanc dans et hors texte.. . . . Classification Dewey : 100-PHILOSOPHIE ET DISCIPLINES CONNEXES‎

‎Collection bibliothèque des textes philosophiques - traduction, préface, notes et index par Corine Besson - Postface de Jonathan Barnes. Classification Dewey : 100-PHILOSOPHIE ET DISCIPLINES CONNEXES‎

‎Les Fondements de l"Arithmetique. Recherche logico-mathematique sur le concept de nombre. Traduction et introduction de Claude IMBERT.‎

‎Paris, Seuil ("L"Ordre Philosophique"), 1969. in-8°, 232 pages, broche, couv.‎

‎Couverture et dos leg. jaunis, sinon bel exemplaire. [CA-5] ‎

‎Les Fondements de l'Arithmétique‎

‎Paris, 1970, in-8, 232pp, broché, Très bel exemplaire! 232pp ‎

‎Begriffsschrift und andere Aufsätze. Zweite Auflage Mit E. Husserls und H. Scholz' Anmerkungen herausgegeben von Ignacio Angelelli.‎

‎Hildesheim, Georg Olms, 1964. Orig. full cloth. A few underlinings in pencil. XVI,124 pp.‎

‎IXe Forum International de la Reliure d’Art. IX International Forum of Artistic Bookbinding.Exposition de reliure contemporaine. Musée Gutenberg Fribourg - Suisse, du 12 octobre au 30 décembre 2007. Exhibition of Contemporary Bookbinding. Gutenberg Museum, Fribourg - Switzerland, 12 October - 30 December 2007.‎

‎ Givisiez, ARA Suisse - ARA France 2007, 280x220mm, 117pages, broché. Très bel exemplaire.‎

‎ photos couleurs, ‎

‎1. Die Grundlagen der Arithmetik. - 2. Schriften sur Logik und Sprachphilosophie.‎

‎ Hamburg, Meiner, 1988 & 2001. 2 vol. in-12 brochés, XXII-144 & XXX-217 pp. (Philosophische Bibliothek, 366 & 277). ‎

‎ Wie neue. - Frais de port : -France 4,95 € -U.E. 9 € -Monde (z B : 15 €) (z C : 25 €) ‎

‎The Thought: A Logical Inquiry.‎

‎Edinburgh, Thomas Nelson & Sons, 1956. 8vo. In contemporary red stiff cardboards. In ""Mind"", Vol. LXV. Entire issue offered. Fine and clean. Pp. 289-311. [Entire volume: VII, (1), 576, (4) pp.].‎

‎LA DECENTRALISATION. COLLECTION REPERES N° 44‎

‎LA DECOUVERTE / MASPERO F.. 1986. In-12. Broché. Bon état, Couv. convenable, Dos satisfaisant, Intérieur acceptable. 124 pages.. . . . Classification Dewey : 840-Littératures des langues romanes. Littérature française‎

‎Collection repères animée par Michel Freyssenet et Olivier Pastré avec la collaboration de Patrick Allard, Bertrand Bellon et Hugues Bertrand. Classification Dewey : 840-Littératures des langues romanes. Littérature française‎

‎LES FONDEMENTS DE L ARITHMETIQUE‎

‎SEUIL. 1970. In-8. Broché. Etat d'usage, Couv. légèrement passée, Dos satisfaisant, Intérieur frais. 232 pages. . . . Classification Dewey : 510-Mathématiques‎

‎Traduction de C Imbert Classification Dewey : 510-Mathématiques‎

‎FUNKTION, BEGRIFF, BEDEUTUNG, FÜNF LOGISCHE STUDIEN‎

‎Vandenhoeck & Ruprecht. 1966. In-8. Broché. Etat d'usage, Couv. remarquable, Dos abîmé, Intérieur acceptable. 103 pages. Nombreuses annotations en page de titre et dans le texte (ouvrage de travail).. . . . Classification Dewey : 430-Langues germaniques. Allemand‎

‎Vandenhoeck & Ruprecht, 144-145. Herausg. von G. PATZIG. 2. durch. Auflage. Classification Dewey : 430-Langues germaniques. Allemand‎