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  3. Leibniz, Gottfried Wilhelm [Author] ; Knobloch, Eberhard [Editor] Akademie der Wissenschaften in Göttingen Mathematisch-Physikalische Klasse

    De quadratura arithmetica circuli ellipseos et hyperbolae cujus corollarium est trigonometria sine tabulis

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    Göttingen: Vandenhoeck & Ruprecht, 1993

    Published in: Akademie der Wissenschaften in Göttingen: Abhandlungen der Akademie der Wissenschaften in Göttingen, Mathematisch-Physikalische Klasse ; 3043

  4. Vulich, Boris Z. [Author] ; Weber, Martin R. [Editor]; Weber, Martin R. [Translator] Walter de Gruyter GmbH & Co. KG

    Geometrie der Kegel : in normierten Räumen

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    Berlin; Boston: De Gruyter, [2017]

    Published in: De Gruyter Studium

  9. Vince, Samuel [Author]

    The elements of the conic sections : adapted to the use of students in philosophy. By the Rev. S. Vince, A.M. F.R.S. Plumian Professor of Astronomy and Experimental Philosophy in the University of Cambridge - [Second edition, improved and enlarged]

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    Cambridge: printed by J. Burges, Printer to the University; sold by J. Deighton, and J. Nicholson, Cambridge; and W. H. Lunn, Oxford Street, London, 1800 ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  10. Newton, Thomas [Author]

    A short treatise on the conic sections : in which the three curves are derived from a general description on a plane, and the most useful properties of each are deduced from a common principle. By the Rev. T. Newton, M.A. fellow of Jesus College, Cambridge

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    Cambridge: printed by John Archdeacon and John Burges, printers to the University; and sold by J. & J. Merrill, and W.H. Lunn, Cambridge; T. Cadell, and F. Wingrave, in the Strand, G. & T. Wilkie, Pater Noster Row, B. & J. White, Fleet Street, and J. Deighton, Holborn, London, MDCCXCIV. [1794] ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  11. Walker, George [Author]

    A treatise on the conic sections. In five books. Book I. On the General Properties of the Conic Sections, or those Properties which are common to them all. Book II. On the Properties which are common to two Sections. Book III. On the Properties which are peculiar to each Section. Book IV. On the Problems relating to the Conic Sections. Book V. On the Loci of the Conic Sections, or those Problems of which the Conic Sections are the Loci. By G. Walker, F. R. S. of Nottingham

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    London: printed for Charles Dilly, in the Poultry, 1794 ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  12. Simson, Robert [Author]

    Elements of the conic sections : by the late Dr Robert Simson, Professor of Mathematics in the University of Glasgow. Translated from the Latin original. For the use of Students of Mathematics - [The second edition]

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    Edinburgh: printed for James Dickson, and William Creech. Sold, in London, by T. Cadell, and G. G. J. & J. Robinson, M,DCC,XCII. [1792] ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  13. Robertson, Abram [Author]

    Sectionum conicarum libri septem : Accedit tractatus de sectionibus conicis, et de scriptoribus qui earum doctrinam tradiderunt. Auctore Abramo Robertson, A. M. Ex Aede Christi

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    Oxonii: MDCCXCII. Prostant venales apud J. Cooke, J. Fletcher, et R. Bliss; P. Elmsly, Londini; E. Balfour, Edinburgi; et L. White, Dublini, [1792] ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  14. Simson, Robert [Author]

    Elements of the conic sections : by the late Dr Robert Simson, Professor of Mathematics in the University of Glasgow. The first three books, translated from the Latin original. For the use of Students of Mathematics

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    Edinburgh: printed for Charles Elliot. Sold, in London, by T. Cadell, and J. Murray, MDCCLXXV. [1775] ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  15. Steell, Robert [Author]

    A treatise of conic sections : Dedicated to the Provost, Fellows, and Scholars of the college of Dublin. By Robert Steell - [A new edition]

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    [London]: Dublin: printed M.DCC.XXIII. London: re-printed for E. Cave, at St John's Gate, M.DCC.XLV. [1745] ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  16. Jack, Richard [Author]

    Elements of conic sections : in three books: in which are demonstrated the principal properties of the parabola, ellipse, and hyperbola. By Richard Jack, Teacher of Mathematicks in Edinburgh

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    Edinburgh: printed by Tho. Wal. and Tho. Ruddimans, M.DCC.XLII. [1742] ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  20. Simson, Robert [Author]

    Sectionum conicarum libri quinque : Auctore Roberto Simson, M.D. In Academia Glasguensi Matheseos Professore - [Editio secunda, emendatior & auctior]

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    Edinburgi: apud W. Sands, A. Murray, & J. Cochran. Sumptibus W. Sands, & A. Kincaid, MDCCL. [1750] ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009