First published Latin edition of De Mensura Circuli and De Quadratura. If you have comments or additional questions, please contact us. Tetragonismus id est circuli quadratura per Cpanu, Archimede Syracusanu atqz. The Photoduplication Service estimates that it takes 3-6 weeks to complete an order. To inquire about copies of Rare Book and Special Collections Division items, contact the Photoduplication Service (telephone: 20). Transmission or reproduction of protected items beyond that allowed by fair use requires the written permission of the copyright owners.Ĭredit Line: Library of Congress, Rare Book and Special Collections Division Availability of Reproductions The determination of the status of an item ultimately rests with the person desiring to reproduce or use the item. Additionally, the reproduction of some materials may be restricted by privacy and/or publicity rights. Copyright Law (Title 17, U.S.C.) and/or by the copyright or neighboring-rights laws of other nations. However, some of the content may be protected by the U.S. copyright or any other restrictions in the documents in this collection. The Library of Congress is not aware of any U.S. "Opusculum de paxi numerorum quod Algorismum vocant" (by Joannes de Sacro Bosco) : Leaves xiv-xiviii. of 1503, but Introductio in geometria and the following works are not included in the present ed. It attempted to prove that and e are transcendental but contains a subtle. Title page lists the same contents as that of the Paris ed. Gregory published Vera circuli et hyperbolae quadratura (1667) while in Italy. Praxis numerandi and the commentary on Le Fèvre's Epitome are by Josse Clichtove. Thom Hobbes quadratura circuli, cubatio sphr, duplicatio cubi (Secundo edita,) denuo refutata. Rosenwald Collection (Library of Congress) Christiani Hugenii theoremata de quadratura hyperboles, ellipsis et circuli ex dato portionum gravitatis centro, quibus subjuneta est EXETASIS (griech.). In super AstronomiconĮpitome copendisoaque introductio in libros arithmeticosĬlichtove, Josse, approximately 1470-1543. Liber de cubicatione sphere: Perspectiua introductio. In hoc libro contenta Epitome copendiosaq introductio in libros Arithmeticos diui Severini Boetij: adiecto familiari cometario dilucidata: Praxis numerandi certis quibusdam regulis costricta: Introductio in geometria.Caput IX - Epilogum tractationis de quadratura circuli. Caput VIII - Monstratur, quid de proportione recti ad curvunt sentiendum. Caput VII - Quid sentiendum sit de epharmosi geometrica, unde applicatio curvi ad rectum fluxisse videtur. Buteonis De Quadratura Circuli Libri Duo, Vbi Multorum Quadratur Confutantur, & Ab Omnium Impugnatione Defenditur Archimedes. As the Greek description by Regiomontanus indicates, this is a diverse () collection of refutations of Nicolaus Cusanuss (incorrect) method of squaring. Caput VI - Declaratur propositio penultima libri primi elementorum Euclidis. Caput V - Confirmatur sententia Aristotelis, quod impossibile sit circulum quadrari. Caput IV - Soluuntur obiectiones et paralogismi Iosephi Scaligeri. Diese Ausgabe beruht auf dem Buch Gottfried Wilhelm Leibniz, De quadratura arithmetica circuli ellipseos et hyperbolae cujus corollarium est trigonometria sine tabulis, kritisch herausgegeben und kommentiert von Eberhard Knobloch. Caput III - Ostenditur quibus fundamentis nitatur quadratura circuli a Iosepho Scaligero excogitata. Caput II - Explicatur modus quadrandi circulum, ab Archimede inventus. Iacobo Christmanno Ioannisbergensi - Quis sit scopus auctori proposieus? Caput I - Addueuntur opiniones veterum Geometrarum, Antiphontis, Hippocratis Chij, et Brysonis, quae etiam ordine refutantur.
De quadratura Circuli, in decem capita distributa. Medico et historiographo, amico observando, Iacobus Christmanuus - Summa Capitum, quae in hac tractatione Geometrica continentur - Tractatio Geometrica. Nicolao Vignierio, Christianissimi regis Galliarum, Henrici IIII. Frontespizio - Dedica : Clarissimo Viro, D. veritate aut falsitate Axiomatis XI Euclidei (a priori haud unquam decidenda) independentem: adjecta ad casum falsitatis, quadratura circuli geometrica.
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