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Best.-Nr. 0960485872.Gpaperback. Good. Access codes and supplements are not guaranteed with used items. May be an ex-library book. paperback
2004Best.-Nr. 1002965NEW ~ Catalogue for the exhibit of the same name at the Museo de Arte Carrillo Gil 14 de junio a 17 de octubre de 2004 Mexico City. Highly informative texts in Spanish about the museum and its modern art collections. A list of the 108 images in the exhibit many reproduced here. 127pp. Illus. mostly color. En espanol / Spanish. Edition of only 2000 / 2000 ejemplares. Very hard to find. Imported by Alla. In stock. Usually ships within three days. MUSEO DE ARTE CARRILLO GIL / CONACULTA / INBA paperback
1988Best.-Nr. 66977Kunsthalle. New. Paperback. FREE UPGRADE to Courier/Priority Shipping Upon Request – – IN STOCK AND IMMEDIATELY AVAILABLE FOR SHIPMENT - Flawless copy brand new pristine never opened -- TWO 2 VOLUME SET. Text in German. Vol. 1: 188 pp. With 105 ills. 23 col. and 45 photos of the artists. Vol. 2: 194 pp. With 92 ills. 65 col. . 28 x 23 cm. -- with a bonus offer-- . 1988. Kunsthalle paperback
1960Best.-Nr. Alibris.0008624Smithsonian Institution. 1960. Very good. No dust jacket as issued. 66 p. Includes: illustrations bibliography. Smithsonian Institution unknown
Best.-Nr. 86238New-York Dec. 5, 1964 / Jan.16, 1965/ Mar.20, 1965 / Jul. 3, 1965 / Mar. 26, 1966 / July 23, 1966 / Sept. 17, 1966 / Oct. 15, 1966 / Mar.4, 1967 (bad condition) / July 1, 1967 / Aug. 26, 1967 / Nov. 11, 1967 / May 4, 1968 / July 5, 1969 / Jan. 31, 1970 / July 18, 1970 / Sept. 25, 1971 / Dec. 4, 1971 / Feb. 5, 1972 / July 22, 1972 / Oct. 21, 1972 / Aug. 27, 1973 / Mar. 18, 1974. Good general condition.
Best.-Nr. 55880185-20Oxford University Press Incorporated. Used - Good. Pages intact with minimal writing/highlighting. The binding may be loose and creased. Dust jackets/supplements are not included. Stock photo provided. Product includes identifying sticker. Better World Books: Buy Books. Do Good. Oxford University Press, Incorporated unknown
2006Best.-Nr. 59453Oxford University Press 2006. Hardback. Fine hardback minimal edgewear ownership date otherwise clean and unmarked in Fine dustwrapper minimal edgewear. 8vo hardback in dustwrapper. The image on this page is of the actual item for sale. Oxford University Press hardcover
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2006Best.-Nr. DADAX0199296634OXFORD UNIVERSITY PRESS 2006-12-07. 1. hardcover. New. 9.30x1.00x5.90. Buy with confidence. Excellent Customer Service & Return policy. OXFORD UNIVERSITY PRESS hardcover
2006Best.-Nr. SONG0199296634OXFORD UNIVERSITY PRESS 2006-12-07. 1. hardcover. Used: Good. 9.30x1.00x5.90. Buy with confidence. Excellent Customer Service & Return policy. OXFORD UNIVERSITY PRESS hardcover
Best.-Nr. 6506533Clarendon Press . Hardback. New. pp. 312 Clarendon Press hardcover
2000Best.-Nr. 16024Tempus, 2000, gr. in-8°, 224 pp, nombreuses illustrations. Texte en anglais
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Best.-Nr. 1330256530.Gpaperback. Good. Access codes and supplements are not guaranteed with used items. May be an ex-library book. paperback
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1959Best.-Nr. 962Princeton: Association for Symbolic Logic 1959. 1st Edition. FULL VOLUME BOUND FIRST EDITION OF SAUL KRIPKE'S SEMINAL FIRST PAPER ON MODAL LOGIC "A Completeness Theorem in Modal Logic". The paper presents Kripke's important ideas on the semantics of modal logic or the logic of modal notions like necessity and possibility. Included are all 4 journal issues for 1959 one of which is inclusive of abstracts of 3 other papers Kripke sent to the Journal. Kripke was "universally hailed" for "A Completeness Theorem in Modal Logic" this paper In it he both proves the formal completeness of modal logic supplemented by first-order quantifiers and the sign of equality and "creates a semantics now called Kripke semantics" Hurley Logic 217. Kripke semantics "is a formals semantics for non-classical logic systems. first conceived for modal logics and later adapted to intuitionistic logic and other non-classical systems. The discovery of Kripke semantics was a breakthrough in the theory of non-classical logics because the model theory of such logics was almost non-existent before Kripke" Wikipedia. As the story goes in 1959 and at the age of seventeen Kripke wrote his completeness theorem in modal logic at age 17; he mailed the paper to the journal and it was sent out for comments to among a number of others the head of the Mathematics at Harvard. This person then wrote Kripke urging him to apply for a job at Harvard. The reply he received read: "My mother said that I should finish high school and go to college first" ibid. Kripke's initial intuitive idea was that a proposition is necessary if and only if it is true in all possible worlds. Kripke's paper begins: "The present paper attempts to state and prove a completeness theorem for the system S5 supplemented by first-order quantifiers and the sign of equality" Kripke JSL 241 1959 1. He then notes: ""The basis of the informal analysis which motivated these definitions is that a proposition is necessary if and only if it is true in all "possible worlds". It is not necessary for our present purposes to analyze the concept of a "possible world" any further. . In modal logic however we wish to know not only about the 6 real world but about other conceivable worlds" ibid. Shortly Kripke then wrote "In trying to construct a definition of universal logical validity it seems plausible to assume not only that the universe of discourse may contain an arbitrary number of elements and that predicates may be assigned any given interpretations in the actual world but also that any combination of possible worlds may be associated with the real world with respect to some group of predicates. In other words it is plausible to assume that no further restrictions need be placed on D G and K except the standard one that D be non-empty. This assumption leads directly to our definition of universal validity." ibid. The December issue of the journal is also bound in; it contains abstracts of the other Kripke papers received the Journal in 1959: "Distinguished Constituents" "Semantical Analysis of Modal Logic" "The Problem of Entailment". Also included are the two other issues of The Journal of Symbolic Logic from 1959 this to make a complete set. We separately offer Issue No. 4 alone. Saul Kripke 1940- is an American philosopher and logician who was awarded the Rolf Schock Prize in Logic and Philosophy in 2001. He is best known for five major contributions to philosophy beginning with this paper the starting point for Kripke Semantics. In 1962 Kripke graduated from Harvard University. Now associated with Princeton additional areas of note include his contributions to set theory his theory of truth and his interpretation of Wittgenstein's work. CONDITION & DETAILS: Princeton: Association for Symbolic Logic 1959. 4to. 9.75 x 7 inches. Light institutional stamps on text block and one small stamp at the foot of the front pastedown. Tightly bound in black cloth gilt-lettered at the spine. Bright and clean inside and out. Near fine condition. Association for Symbolic Logic hardcover
1959Best.-Nr. 36506No place The Association for Symbolic Logic 1959. 8vo. Orig. printed wrappers. An excellent copy in near mint condition in- as well as externally. Pp. 1 - 14. The entire volume: 96 pp. The seminal first printing of Kripke's debut article which provided the basis for his logic and for the model theory for modal logic in general. The work constitutes the very beginning of Kripke Semantics often called possible world semantics. Kripke's works in general are rare in fist editions. Many of them remain unpublished and are only known in privately circulated manuscripts.The American philosopher Saul A. Kripke born 1940 is an exceedingly important logician and philosopher of language and one of the most powerful and influential thinkers of analytic and Anglo-American philosophy. He is considered the greatest living philosopher and perhaps the greatest since Wittgenstein. In 2001 he was awarded the Schock Prize in Logic and Philosophy which is considered the philosopical equivalent of the Nobel Prize.Kripke who grew up in Omaha in a religious Jewish family was somewhat of a prodigy child. During grammar school he got intimately acquainted with and mastered to perfection algebra geometry and calculus and very early on he took up philosophy which later became his career. Still a teenager in high school he wrote a work that was to change the face of philosophical logic forever namely the groundbreaking paper "A Completeness Theorem for Modal Logic" which was printed a few years later in 1959 in the Journal of Symbolic Logic while he was in his first year at Harvard University. This seminal debut work proposed what later came to be known as Kripke models for modal logic. The story goes that the paper earned a letter from the department of mathematics urging Kripke to apply for a job there to which he is said to have written an answer explaining "My mother said that I should finish high school and go to college first."In 1962 he graduated from Harvard University where he remained until 1968 first as a member of the Harvard Society of Fellows and then as a lecturer. During these years he developed the logical theories founded in the "Completeness Theorem" further and made seminal contributions to the field of logic and semantics. Kripke Semantics is a formal semantics for non-classical logic systems that Kripke began developing in his teenage years first published something on in 1959 the present work and further developed in the 60'ies and. The development of Kripke Semantics was no less than a breakthrough in the making of non-classical logics of which no model theory existed before Kripke's. With this work Kripke laid the foundation for proving completeness theorems for modal logic and for identifying the weakest normal modal logic which is now named K after him. unknown
1959Best.-Nr. 48378No place The Association for Symbolic Logic 1959. Lev8vo. Bound in red half cloth with gilt lettering to spine. In "Journal of Symbolic Logic" Volume 24. Barcode label pasted on to back board. Small library stamp to lower part of 6 pages. A very fine copy. Pp. 1 - 14. Entire volume: VI 374 pp. The seminal first printing of Kripke's debut article which provided the basis for his logic and for the model theory for modal logic in general. The work constitutes the very beginning of Kripke Semantics often called possible world semantics. Kripke's works in general are rare in fist editions. Many of them remain unpublished and are only known in privately circulated manuscripts.The American philosopher Saul A. Kripke born 1940 is an exceedingly important logician and philosopher of language and one of the most powerful and influential thinkers of analytic and Anglo-American philosophy. He is considered the greatest living philosopher and perhaps the greatest since Wittgenstein. In 2001 he was awarded the Schock Prize in Logic and Philosophy which is considered the philosopical equivalent of the Nobel Prize.Kripke who grew up in Omaha in a religious Jewish family was somewhat of a prodigy child. During grammar school he got intimately acquainted with and mastered to perfection algebra geometry and calculus and very early on he took up philosophy which later became his career. Still a teenager in high school he wrote a work that was to change the face of philosophical logic forever namely the groundbreaking paper "A Completeness Theorem for Modal Logic" which was printed a few years later in 1959 in the Journal of Symbolic Logic while he was in his first year at Harvard University. This seminal debut work proposed what later came to be known as Kripke models for modal logic. The story goes that the paper earned a letter from the department of mathematics urging Kripke to apply for a job there to which he is said to have written an answer explaining "My mother said that I should finish high school and go to college first."In 1962 he graduated from Harvard University where he remained until 1968 first as a member of the Harvard Society of Fellows and then as a lecturer. During these years he developed the logical theories founded in the "Completeness Theorem" further and made seminal contributions to the field of logic and semantics. Kripke Semantics is a formal semantics for non-classical logic systems that Kripke began developing in his teenage years first published something on in 1959 the present work and further developed in the 60'ies and. The development of Kripke Semantics was no less than a breakthrough in the making of non-classical logics of which no model theory existed before Kripke's. With this work Kripke laid the foundation for proving completeness theorems for modal logic and for identifying the weakest normal modal logic which is now named K after him. hardcover
1959Best.-Nr. 46888No place The Association for Symbolic Logic 1959. 8vo. Wrappers blank with printed title on spine. Entire issue No. 1 of vol. 24 offered. Fine and clean. The seminal first printing of Kripke's debut article which provided the basis for his logic and for the model theory for modal logic in general. The work constitutes the very beginning of Kripke Semantics often called possible world semantics. Kripke's works in general are rare in fist editions. Many of them remain unpublished and are only known in privately circulated manuscripts.The American philosopher Saul A. Kripke born 1940 is an exceedingly important logician and philosopher of language and one of the most powerful and influential thinkers of analytic and Anglo-American philosophy. He is considered the greatest living philosopher and perhaps the greatest since Wittgenstein. In 2001 he was awarded the Schock Prize in Logic and Philosophy which is considered the philosopical equivalent of the Nobel Prize.Kripke who grew up in Omaha in a religious Jewish family was somewhat of a prodigy child. During grammar school he got intimately acquainted with and mastered to perfection algebra geometry and calculus and very early on he took up philosophy which later became his career. Still a teenager in high school he wrote a work that was to change the face of philosophical logic forever namely the groundbreaking paper "A Completeness Theorem for Modal Logic" which was printed a few years later in 1959 in the Journal of Symbolic Logic while he was in his first year at Harvard University. This seminal debut work proposed what later came to be known as Kripke models for modal logic. The story goes that the paper earned a letter from the department of mathematics urging Kripke to apply for a job there to which he is said to have written an answer explaining "My mother said that I should finish high school and go to college first."In 1962 he graduated from Harvard University where he remained until 1968 first as a member of the Harvard Society of Fellows and then as a lecturer. During these years he developed the logical theories founded in the "Completeness Theorem" further and made seminal contributions to the field of logic and semantics. Kripke Semantics is a formal semantics for non-classical logic systems that Kripke began developing in his teenage years first published something on in 1959 the present work and further developed in the 60'ies and. The development of Kripke Semantics was no less than a breakthrough in the making of non-classical logics of which no model theory existed before Kripke's. With this work Kripke laid the foundation for proving completeness theorems for modal logic and for identifying the weakest normal modal logic which is now named K after him. unknown
1959Best.-Nr. 731Princeton: Association for Symbolic Logic 1959. 1st Edition. FIRST EDITION FIRST IMPRESSION IN PRISTINE ORIGINAL WRAPS OF SAUL KRIPKE'S SEMINAL FIRST PAPER ON MODAL LOGIC "A Completeness Theorem in Modal Logic". The paper presents Kripke's important ideas on the semantics of modal logic or the logic of modal notions like necessity and possibility. Included are all 4 Journal issues for 1959 one of which is inclusive of abstracts of 3 other papers Kripke sent to the Journal. "Universally hailed" for this work in this paper Kripke both proves the formal completeness of modal logic supplemented by first-order quantifiers and the sign of equality and "creates a semantics now called Kripke semantics" Hurley Logic: The Essentials 217. Kripke semantics "is a formals semantics for non-classical logic systems. first conceived for modal logics and later adapted to intuitionistic logic and other non-classical systems. The discovery of Kripke semantics was a breakthrough in the theory of non-classical logics because the model theory of such logics was almost non-existent before Kripke algebraic semantics existed but were considered 'syntax in disguise'. Wikipedia. Saul Kripke grew up in Omaha Nebraska and in 1959 he mailed this paper to The Journal of Symbolic Logic. As the story goes the Kripke wrote his completeness theorem in modal logic at age 17; the paper was sent out for comments to among a number of others the head of the Harvard mathematics department. This person then wrote Kripke urging him to apply for a job at Harvard. The reply he received read: "My mother said that I should finish high school and go to college first" ibid. Kripke's initial intuitive idea was that a proposition is necessary if and only if it is true in all possible worlds. In this paper Kripke begins by stating: "The present paper attempts to state and prove a completeness theorem for the system S5 supplemented by first-order quantifiers and the sign of equality" Kripke JSL 241 1959 1. He then notes: ""The basis of the informal analysis which motivated these definitions is that a proposition is necessary if and only if it is true in all "possible worlds". It is not necessary for our present purposes to analyze the concept of a "possible world" any further. . In modal logic however we wish to know not only about the 6 real world but about other conceivable worlds" Kripke 2 Shortly Kripke then wrote "In trying to construct a definition of universal logical validity it seems plausible to assume not only that the universe of discourse may contain an arbitrary number of elements and that predicates may be assigned any given interpretations in the actual world but also that any combination of possible worlds may be associated with the real world with respect to some group of predicates. In other words it is plausible to assume that no further restrictions need be placed on D G and K except the standard one that D be non-empty. This assumption leads directly to our definition of universal validity." Kripke 3. The December issue of the Journal is also included as it contains abstracts of other Kripke papers received by the Journal in 1959: "Distinguished Constituents" "Semantical Analysis of Modal Logic" "The Problem of Entailment". Also included are the three other issues of The Journal of Symbolic Logic from 1959 this to make a complete set. All four issues are in near fine condition. Saul Kripke 1940- is an American philosopher and logician who was awarded the Rolf Schock Prize in Logic and Philosophy in 2001. He is best known for five major contributions to philosophy beginning with this paper the starting point for Kripke Semantics. In 1962 Kripke graduated from Harvard University where he remained until 1968 first as a member of the Harvard Society of Fellows and then as a lecturer. Subsequently his 1970 lectures "Naming and Necessity" was a focal point for restructuring the philosophy of language. Now associated with Princeton additional areas of note include his contributions to set theory his theory of truth and his interpretation of Wittgenstein's work. CONDITION & DETAILS: Four first edition first impression issues in original wraps. New Jersey: The Association for Symbolic Logic. Octavo. 10 x 7 inches; 250 x 150mm. All four issues are in near fine condition both inside and out. Association for Symbolic Logic paperback
2026Best.-Nr. LRB504288Paris: Editions Recreasoft 2026 Language: English. Approximately 610 pages. Printed on premium paper. English : Print-on-demand reprint. Original edition : 1906. This work offers a comprehensive survey of geography treating physical features climates regions peoples and the relations between environment and human activity. It is representative of early twentieth-century geographical teaching and reference writing with a systematic approach intended for study and instruction. Book images are non-contractual. Editions Recreasoft. Softcover. New. Editions Recreasoft paperback
1906Best.-Nr. 611c5931Toronto: Morang & Co. Limited 1906. Book. Fair. Hardcover. Second Edition. 8vo - over 7¾" - 9¾" tall. 506 pages. Lovely vintage geography textbook authorized for use in the public schools of Manitoba. Many black and white photos plus lovely fold-out double-hinged colour maps of Canadian provinces regions of the U.S. and other areas of the world. Front free endpaper removed. Somewhat above-average wear. Binding somewhat shaken but still intact. The vintage illustrations make this volume a treat to peruse. Morang & Co. Limited Hardcover
1959Best.-Nr. 48378(No place), The Association for Symbolic Logic, 1959. Lev8vo. Bound in red half cloth with gilt lettering to spine. In ""Journal of Symbolic Logic"", Volume 24. Barcode label pasted on to back board. Small library stamp to lower part of 6 pages. A very fine copy. Pp. (1) - 14. [Entire volume: VI, 374 pp.).
1959Best.-Nr. 36506(No place), The Association for Symbolic Logic, 1959. 8vo. Orig. printed wrappers. An excellent copy in near mint condition, in- as well as externally. Pp. (1) - 14. (The entire volume: 96 pp.).