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KEILL John a:keill john|k:to (john) (7)

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    Author: KEILL (John)

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    crnsius C See KEILL (John). Joannis KoiU...pisto1a ad virui c1aissimun Joannem Bernoulli (in qua Dominum Newtonum & seipsum defendit contra riminationes a Crusio quodam objectas, .çj. London, 1720.

    Card ID: 458


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    Author: KEILL (John)

    Description

    [1 P KEILL (John)4. Commercium epistolicum D.Johannis Collins et aliorum de analysi promota, Irindon, 1722. Se COLLINS (Jobn), Mathernaticisz $•l_-, —[Another edition.] Commercium epistolicuiu de varia re mathematics inter celeberrimos prsentis seculi mathematicos, viz. I.Newtonum. . .J.Keillium. . .et alios, . Lr,ndo, 1725. See NEWTON (Sir Isaac). [Commerciuin — — Epistolicum.] [See next card:]

    Card ID: 370


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    Author: KEILL (John)

    Description

    KEILL (John). [An Examination of’ Dr.Burnet’s Theory of the Earth. — Appendix. See BURNET (Thomas), Master of the Charter House. [Tel].uris Theoria Sacra. — giish.] The Sacred theory of the-earth. . .With... the author’s defence of the work, from ...the Examination of Mr.Kei1,. London, [1754]. r

    Card ID: 375


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    Author: KEILL (John)

    Description

    KEILL (John). Introductio ad veram physicain; seu, Lectiones physic habit in Schola Naturalis Phi1osophi Academia? Oxoniensis An.Doizi.1700. Quibus. accedunt theoreintuzn Hugenioruzn de vi centrifuga & motu circulari demonstrationes... Editio tertia. pp. (14) + 274. Diagrams. 8°. Oford 1715.

    Card ID: 381


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    Author: KEILL (John)

    Description

    KEILL (John). LIntroductio ad veram. physi.cam. — English.] An Introduction to natural philosophy; or, Philosophical lectures read in the University of Oxford, Anno Dom. 1700. To which are added, demonstrations of Monsieur Huygens’s theorems concerning the centrifugal force and circular motiorz...Translated from the last edition of the Latin. The third edition. pp.xii+ 306. Diagrams. 8°. London, 1733.

    Card ID: 382


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    Author: KEILL (John)

    Description

    KEILL (John). A Treatise of the nature and arithinetick of logarithms. Likewise another of the elements of plain and spherical trigonometry. With.a preface.. ..By J.Keil, See EUCt,ID. [Elenienta. - English.] Euei4d’s Elents Of geometry, etc. London, 1723. The eleventh edition. London, 1772.

    Card ID: 383


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    Author: KEILL (John)

    Description

    KEILL (John). See DEMORGAN (A.). On a point connected with- the dispute between Keil and Leibnitz about the invention o fluxions, etc. London, 1846.

    Card ID: 384