 | Alfred Charles Clapin - 1866 - 198 pages
...Constructions. 1. Preliminary Remarks and Definitions. 2. Roofs. 3. The Arch. 4 Suspension Bridges. Appendix. A Table of Anti-Logarithms ; containing to seven places...numbers, answering to all Logarithms from '00001 to •9JW99 ; and an improved table of Gauss' Logarithms, by which may be found the Logarithm of the Sum... | |
 | Ernest Adams - English language - 1868 - 120 pages
...Mixed Mathematics. For the use of Mathematical Students. By GR Smalley, BA, FRAS Fcap. 8vo. 3s. 6d. A Table of Anti-Logarithms; containing to seven places...answering to all Logarithms from '00001 to '99999 ; and an improved table of Gauss' Logarithms, by which may be found the Logarithm of the sum or difference... | |
 | Carl Adolf Buchheim - 1868 - 296 pages
...Mixed Mathematics. For the use of Mathematical Students. By GH Smalley, BA, FKAS Fcap. 8vo. 3s. $d. A Table of Anti-Logarithms; containing to seven places...answering to all Logarithms from '00001 to '99999 ; and an improved table ot Gauss' Logarithms, by which may he found the Logarithm of the sum or difference... | |
 | Alfred Charles Clapin - 1868 - 168 pages
...Mixed Mathematics. For the use of Mathematical Students. By GR Smalley, BA, FRAS Fcap. 8vo. 3s. 6d. A Table of Anti-Logarithms ; containing to seven places...answering to all Logarithms from '00001 to -99999 ; and an improved table of Gauss' Logarithms, by which may be found the Logarithm of the sum or difference... | |
 | Mercantile Library of Philadelphia - Dictionary catalogs - 1870 - 730 pages
...in Venetia ; an autobiography. Ed. by G. Volpe; trans, by С. В. Cayley .... 18-1088 Filipowski, HE Table of anti-logarithms ; containing to seven places...answering to all logarithms from .00001 to .99999, and an improved table of Gauss's logarithms. L., 1851. 8° 14-15 Fille aux trois jupons. С. P. de... | |
 | Euclid, Charles Peter Mason - Geometry - 1872 - 216 pages
...Mixed Mathematics. For the use of Mathematical Students. By OK R. Smalley, BA, FRAS Fcap. 8vo. 3s. 6d. A Table of Anti-Logarithms ; containing to seven places...answering to all Logarithms from '00001 to -99999 : and an improved table of Gauss' Logarithms, by which may be found the Logarithm of the sum or difference... | |
 | Charles Peter Mason - English language - 1872 - 160 pages
...Mixed Mathematics. Fer the use of Mathematical Students. By GB Smalley, BA, FRAS Feap. 8vo. 3s. $d, A Table of Anti-Logarithms ; containing to seven places...answering to all Logarithms from '00001 to -99999 ; and an improved table of Gauss' Logarithms, by which may be found the Logarithm of the sum or difference... | |
 | William Steadman Aldis - Geometrical optics - 1872 - 222 pages
...Smalley, FRAS, of St. John's Coll., Cam. Fcap. 8vo. 31. (>d. TAYLOR (JOHN). A Collection of Elementary FILIPOWSKI (HE) A Table of Anti-Logarithms. Containing,...decimals, natural numbers answering to all logarithms from 'OOOOI to '99999, and an improved table of Gauss' Logarithms, by which may be found the Logarithm of... | |
 | Charles Elsee - 1873 - 320 pages
...Mixed Mathematics. For the use of Mathematical Stndents. By GR Smalley, BA, F.Il.AS Fcap. 8vo. 3s. 6d. A Table of Anti-Logarithms ; containing to seven places...answering to all Logarithms from -00001 to -99999; and ail improved table of Gauss' Logarithms, by wh'jch may be found the Logarithm of the sum or difference... | |
 | British Association for the Advancement of Science. Committee on mathematical tables, British association for the advancement of science, James Whitbread Lee Glaisher, Arthur Cayley, G. G. Stokes, W. Thomson, H.J.S. Smith - Mathematics - 1873 - 186 pages
...144000 Wien, mit von Ehelenschen Schriften gedruckt, 1776. FELKEL. Sec LAMBERT. FILIPOWSKI, HERSCHELL E. A table of Anti-logarithms, containing to seven places...answering to all logarithms from -00001 to -99999, and an improved table of Gauss's logarithms .... London, 1849. 8vo (pp. 220, and introduction xvi).... | |
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A Table of Anti-Logarithms ; containing to seven places of decimals, natural numbers, answering to all Logarithms from -00001 to -99999 ; and an improved table of Gauss' Logarithms, by which may be found the Logarithm of the sum or difference of two quantities. 
