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  1. Reifenberg, Bernd [Adapter]; Kepler, Johannes [Other] ; Universitätsbibliothek Marburg, Ausstellung Keplers Logarithmen und Andere Marburger Frühdrucke 2005 Marburg

    Keplers Logarithmen und andere Marburger Frühdrucke : [Begleitpublikation zu der Ausstellung "Keplers Logarithmen und andere Marburger Frühdrucke", Universitätsbibliothek Marburg, 21.4. - 12.6.2005]

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    Marburg: Univ.-Bibliothek, 2005

    Published in: Universitätsbibliothek Marburg: Schriften der Universitätsbibliothek Marburg ; 123

  2. Speidell, Euclid [Author]

    Logarithmotechnia, or, The making of numbers called logarithms to twenty five places from a geometrical figure : with speed, ease, and certainty : the like not hitherto published

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    London: Printed by Henry Clark for the author, and are to be sold by Philip Lea, 1688 ; Ann Arbor, Mich: UMI, 1999

    Published in: Early English Books Online / EEBO

  3. Mercator, Nicolaus [Author]

    Logarithmo-technia, sive, Methodus construendi logarithmos nova, accurata, & facilis : scripto antehàc communicata, anno sc. 1667, nonis Augusti : cui nunc accedit, Vera quadratus hyperbolae, & Inventio summae logarithmorum

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    Londini: Typis Guilielmi Godbid, & Impensis Mosis Pitt, 1668 ; Ann Arbor, Mich: UMI, 1999

    Published in: Early English Books Online / EEBO

  4. Wingate, Edmund [Author] ; Briggs, Henry [Other]

    Logarithmotechnia, or The construction and use of the logarithmeticall tables : By the helpe whereof, multiplication is performed by addition, division by subtraction, the extraction of the square root by bipartition, and of the cube root by tripartition, &c. Finally, the golden rule, and the resolution of triangles as well right lined as sphericall by addition and substraction. First published in the French tongue by Edmund Wingate, an English gentleman: and after translated into English by the same author - [The third edition, diligently corrected, and much enlarged by the author himself]

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    London: printed by Miles Flesher, M.DC.XLVIII. [1648] ; Ann Arbor, Mich: UMI, 1999

    Published in: Early English Books Online / EEBO

  5. Wingate, Edmund [Author] ; Briggs, Henry [Other]

    Logarithmotechnia, or The construction, and use of the logarithmeticall tables : by the help of which, multiplication is performed by addition, division by subtraction, the extraction of the square root by bipartition, and of the cube root by tripartition, &c. Finally, the golden rule, and the resolution of triangles, as well right lined, as sphericall by addition and substraction. First published in the French tongue by Edmund Wingate, an English gentleman: and after translated into English by the same author - [The second edition, diligently corrected, and much enlarged by the author himselfe]

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    London: Printed by Miles Flesher, M.DC.XXXV. [1635] ; Ann Arbor, Mich: UMI, 1999

    Published in: Early English Books Online / EEBO

  6. Briggs, Henry [Author] ; Wingate, Edmund [Other]

    The first chiliad of logarithmes, called in the discourse aforegoing the table of numbers. By Henry Brigs Sr. Henry Sauils Professor of Geometry in the Vniuersitie of Oxford

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    [London: W. Stansby, 1626] ; Ann Arbor, Mich: UMI, 1999

    Published in: Early English Books Online / EEBO

  7. Taylor, Michael [Author]

    Tables of logarithms of all numbers, from 1 to 101000 : and of the sines and tangents to every second of the quadrant. By Michael Taylor, author of the sexagesimal table. With a preface and precepts for the explanation and use of the same, by Nevil Maskelyne, F. R. S. Astronomer Royal

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    London: printed by Christopher Buckton, Great Pulteney Street; and sold by Francis Wingrave, Bookseller, successor to Mr. Nourse in the Strand, MDCCXCII. [1792] ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  8. Scriptores logarithmici : or, a collection of several curious tracts on the nature and construction of logarithms, mentioned in Dr. Hutton's historical introduction to his new edition of Sherwin's mathematical tables: Together with Some Tracts on the Binomial Theorem and Other Subjects Connected with the Doctrine of Logarithms

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    London: printed by J. Davis, and sold by B. White and Son, Fleet-Street, 1791-1807 ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  9. Hutton, Charles [Author]

    Mathematical tables : containing common, hyperbolic, and logistic logarithms. Also sines, tangents, secants, and versed-sines, both Natural and Logarithmic. Together with several other tables useful in Mathematical Calculations. To which is prefixed, a large and original History of the Discoveries and Writings relating to those subjects. With the compleat description and Use of the Tables. By Charles Hutton, Lld. F.R.S. Professor of Mathematics in the Royal Military Academy, Woolwich

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    London: printed for G. G. J. and J. Robinson, and R. Baldwin, Paternoster-Row, MDCCLXXXV. [1785] ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  10. A New set of logarithmic solar tables : Calculated and constructed for determining the latitude at sea, by taking two altitudes either in the forenoon or afternoon, with the intermediate time, by a common watch; and that with ease and accuracy, independent of the sun's meridional altitude. This most excellent and useful performance, doth not only produce the true latitude at any time between nine o'clock in the morning, and three in the afternoon; but also gives the true time of the day, when the greatest altitude was taken, to twenty seconds by the tables; and if a greater degree of accuracy is required, the same may be done by taking proportional parts. Whence the sun's azimuth may be determiend by one single proportion. To which is added, a complete theory, illustrating the rationale of this most useful discovery - [The fourth edition, with the tables enlarged]

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    London: Printed for J. Mount, & T. Page, on Tower-Hill, M.DCC.LXXIII. [1773] ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  11. Sherwin, Henry [Other]

    Sherwin's mathematical tables : contrived in an easy and comprehensive manner, containing Dr. Wallis's account of logarithms, and various methods of compating them, according to the latest Improvement, Viz. A Table of Logarithms of Numbers From 1 to 101000, With the Means to find readily the Logarithm of any Number, or the Number for the Logarithm, to Seven Places of Figures. And Tables of natural and logarithmic Sines, Tangents, &c. To every Degree and Minute of the Quadrant, by Inspection, and with very little Trouble (by help of proper Multipliers) to every single Second thereof. With the Explication and Use prefixed. The fifth edition. Revised, corrected, and improved by Samuel Clark

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    London: printed for J. Mount and T. Page, on Tower-Hill, M,DCC,LXXII. [1772] ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  12. Flower, Robert [Author]

    The radix. A new way of making logarithms : This rule, by one hundred logarithms, constructs the logarithms to all numbers, from 1 to 100000000000000000000. To Twenty Places of Figures in each Logarithm. And also Numbers are found from the Logarithms, to the same Length of Twenty Places. After a most concise and easy Manner. With Their Application to the Involution of Powers, Extracting of Roots, &c. to the Extent of Twenty Figures. In five problems. By Robert Flower

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    London: printed for the author; and sold by J. Beecroft, in Pater-Noster Row, M.DCC.LXXI. [1771] ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  13. Reid, Andrew [Author]

    An essay on logarithms : deducing the whole doctrine concerning them from pure arithmetical principles: in a letter to John Gray, Esq; Rector of the Marischall College, New Aberdeen, and F. R. S. By Andrew Reid, Esq

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    London: printed for A. Millar; and sold by T. Cadell, in the Strand, M.DCC.LXVII. [1767] ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  14. A New sett of logarithmic solar tables : Calculated and constructed for determining the latitude at sea, by taking two altitudes either in the forenoon or afternoon, with the intermediate time by a common watch; and that with ease and accuracy, independent of the sun's meridional altitude. This most excellent and useful performance, doth not only produce the true latitude at any time between nine o'clock in the morning, and three in the afternoon; but also gives the true time of the day, when the greatest altitude was taken to thirty seconds by the tables; and if a greater degree of accuracy is required, the same may be done by taking proportional parts. Whence the sun's true Azimuth may be determined by one single proportion

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    London: Printed for J. Mount, and T. Page on Tower-Hill, 1768 ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  15. Dodson, James [Author]

    The anti-Logarithmic canon. Being a table of numbers, consisting of eleven places of figures, corresponding to all Logarithms under 100000. Whereby the logarithm for any number, or the Number for any Logarithm, each under Twelve Places of Figures, are readily found. With precepts and examples, shewing some of the Uses of Logarithms, in facilitating the most difficult Operations in common Arithmetic, Cases of Interest, Annuities, Mensuration, &c. To which is prefix'd, an introduction, Containing a short Account of Logarithms, and of the most considerable Improvements made, since their Invention, in the Manner of constructing them. By James Dodson

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    London: printed for James Dodson, at the Hand and Pen in Warwick-Lane; and John Wilcox, at Virgil's Head, opposite the New Church in the Strand, 1742 ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  16. Sherwin, Henry [Other]

    Sherwin's mathematical tables : contriv'd after a most comprehensive method: containing, Dr. Wallis's account of logarithms, Dr. Halley's and Mr. Sharp's ways of constructing them; with Dr. Newton's contraction of Brigg's logarithms, viz. A Table of Logarithms of the Numbers from 1 to 101000, with the means to find readily the Logarithm of any Number, and the Number of any Logarithm, to seven places of Figures: and Tables of natural and logarithmic Sines, Tangents, Secants, and Versed-Sines, to every minute of the Quadrant: with the explication and use prefix'd. The third edition. Carefully revised and corrected, by William Gardiner

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    London: printed for William Mount and Thomas Page, at the Postern on Tower-Hill, M,DCC,XLII. [1742] ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009

  17. Gardiner, William [Author]

    Tables of logarithms, for all numbers from 1 to 102100 : and for the sines and tangents to every ten seconds of each degree in the quadrant; as also, for the sines of the first 72 minutes to every single second; with other useful and necessary tables. By William Gardiner

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    London: printed for the author, in Green Arbour Court, near St. Sepulchre's Church, Snow-Hill, by G. Smith, in Stanhope-Street, Clare-Market, MDCCXLII. [1742] ; Online-Ausg.: Farmington Hills, Mich: Cengage Gale, 2009