Oughtred, William, 1575-1660
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Oughtred, William
William Oughtred English mathematician
William Oughtred
Oughtred, William 1574-1660
אוטרד, ויליאם, 1575-1660
VIAF ID: 32350238 (Personal)
Permalink: http://viaf.org/viaf/32350238
Preferred Forms
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100 1 _ ‡a Oughtred, William
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100 1 _ ‡a Oughtred, William
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100 1 _
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Oughtred, William
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100 1 _ ‡a Oughtred, William
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100 1 _ ‡a Oughtred, William
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100 1 _ ‡a Oughtred, William ‡d (1575-1660).
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100 1 _
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Oughtred, William
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1574-1660
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100 1 _
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Oughtred, William
‡d
1575-1660
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100 1 _ ‡a Oughtred, William, ‡d 1575-1660
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100 1 _ ‡a Oughtred, William, ‡d 1575-1660
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100 1 _ ‡a Oughtred, William, ‡d 1575-1660
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100 1 _
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Oughtred, William,
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1575-1660
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100 1 _
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Oughtred, William,
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1575-1660
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200 _ 1 ‡a Oughtred, ‡b William, ‡f 1575-1660
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100 0 _
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William Oughtred
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100 0 _
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William Oughtred
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English mathematician
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100 1 _ ‡a אוטרד, ויליאם, ‡d 1575-1660
4xx's: Alternate Name Forms (75)
5xx's: Related Names (1)
Works
| Title | Sources |
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| Addition unto the use of the instrument called the circles of proportion, for the working of nauticall questions |
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| Arithmetick |
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| Automata |
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| Canones sinuum, tangentium, secantium: et logarithmorum pro sinubus et tangentibus |
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| The circles of proportion and the horizontall instrument. Both invented, and the uses of both written in Latine by Mr. W.O |
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| Clavis mathematicae |
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| The description and use of the dovble horizontall dyall. |
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| Dialling performed instrumentally by our hemisphere in plane : projected and first fitted by Mr. William Oughtred and laid down according to his method formerly published for this very subject : together with twentie one several diagrams or schemes demonstratively shewing the reason and ground-work of all dialling as also how to know, distinguish and set down the hour-lines for both faces of all planes at one working |
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| De divisione superficierum |
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| Elementi decimi Euclidis declaratio, nec non de solidis regularibus tractatus |
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| Horological dialogves in three parts : shewing the nature, use, and right managing of clocks and watches : with an appendix containing Mr. Ovghtred's method for calculating of numbers : the whole being a work very necessary for all that make use of these kind of movements |
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| Horologiorum sciotericorum in plano, geometricè solùm, sine calculo trigonometrico, delineandorum, modus facillimus : per quem meridiana, substylaris, & stylus ipse, non investigantur modò, sed etiam, in cuiusvis generis plano, situ proprio inscribuntur omniaque perspicuè demonstrantur |
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| Institutiones mechanicae |
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| Johannis Wallisii, S S. Th. D. geometriæ professoris Saviliani in celeberrimâ academia Oxoniensi, operum mathematicorum pars altera: qua continentur De angulo contractus & semicirculi, disquisitio geometrica. De sectionibus conicis tractatus. Arithmetica infinitorum: sive de curvilineorum quadraturâ, &c. Ecclipseos solaris observatio. |
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| The key of the mathematicks new forged and filed: together with a treatise of the resolution of all kinde of affected æquations in numbers : With the rule of compound usury, and demonstration of the rule of false position : and a most easie art of delineating all manner of plaine sun-dyalls |
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| Mathematicall recreations. Or a collection of sundrie problemes, extracted out of the ancient and moderne philosophers, as secrets in nature, and experiments in arithmeticke, geometrie, cosmographie, horolographie, astronomie, navigation, musicke, opticks, architecture, staticke, machanicks, chimestrie, waterworkes, fireworks, &c. ... Most of which were written first in Greeke and Latine, lately compiled in French, by Henry Van Etten Gent. And now delivered in the English tongue, with the examinations, corrections, and augmentations |
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| Moore's Arithmetick : in four books. :Treating of vulgar arithmetick in all its parts, with several new inventions to ease the memory, by logarithms, decimals, &c., fitted for the use of all persons : together with Arithmetick in species or Algebra whereby all difficult questions receive their analytical laws and resolutions, made very plain and easie for the use of scholars, and the more curious .. |
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| Mr. William Oughtred's Key of the mathematicks. Newly translated from the best edition, with notes, rendring it easy and itelligible to less skilful readers. In which also, some problems left unanswer'd by the author are resolv'd . Absolutely necessary For all Gagers, Surveyors, Gunners, Military Officers, Mariners, etc. Recommended by Mr. E. Halley, Fellow of the Royal Society. |
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| Musicae elementa |
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| The nevv artificial gauging line or rod : together with rules concerning the use thereof: invented and written by William Oughtred. who in all due and respective observance præsenteth the same to the Right Honourable LL. Sir Nicolas Rainton Lord Major of London for this præsent yeare, and Ralfe Freeman Alderman Lord Major elect for the yeare now ensuing. and to the Worshipfull George Ethrege the late Master, and Captaine Iohn Miller the præsent Master of the Company of Vinteners. And to the whole body of that right worshipfull societie |
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| Opuscula mathematica hactenus inedita |
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| Oughtredus explicatus, sive, Commentarius ... 1682: |
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| De propugnaculorum munitionibus |
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| Récréation mathématique. |
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| Sectiones angulares |
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| The solution of all sphærical triangles both right and oblique by the planisphare : whereby two of the sphærical partes sought, are at one position most easily found out |
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| Theorematum in libris Archimedis de sphaera et cylindro declaratio |
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| To the English gentrie, and all others studious of the mathematicks : which shall bee readers hereof. The just apologie of Wil: Oughtred, against the slaunderous insimulations of Richard Delamain, in a pamphlet called Grammelogia, or the mathematicall ring, or mirisica logarithmorum projectio circularis |
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| De triangulis planis rectangulis |
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| De triangulorum mensuratione |
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| Trigonometria : hoc est, Modus computandi triangulorum latera et angulos, ex canone mathematico traditus & demonstratus : una cum tabulis sinuum, tangent[ium] & secant[ium] &c |
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| Trigonometrie, or, The manner of calculating the sides and angles of triangles : by the mathematical canon demonstrated |
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| De variis corporum generibus gravitate et magnitudine comparatis |
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| (가르쳐주세요!) 사칙연산에 대해서 |
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