A treatise of angular sections /

Cono-cuneus, or, The shipwright's circular wedge : that is, a body resembling in part a conus, in part a cuneus, geometrically considered /
by: Wallis, John, 1616-1703
Published: (1684)

Cono-cuneus, or, The shipwright's circular wedge : that is, a body resembling in part a conus, in part a cuneus, geometrically considered /
by: Wallis, John, 1616-1703
Published: (1684)

A supplement to a late treatise, called An essay for the discovery of some new geometrical problems : concerning angular sections, resolving what was there problematically proposed; and with some rectification made in the former essay, showing an easie method truly geometrical, without any conick section, or cubick æquation, to sect any angle or arch of a circle into 3. 5. 7. or any other uneven number of equal parts. By G. K.
by: Keith, George, 1639?-1716
Published: (1697)

A treatise of algebra : with the application of it to a variety of problems in arithmetic, to geometry, trigonometry, and conic sections : with the several methods of solving and constructing equations of the higher kind /
by: Wolff, Christian Friedrich von, Freiherr, 1679-1754
Published: (1739)

A treatise of practical gauging : shewing the compendious and easie way to attain that useful art, the whole grounded upon un-erring principles of geometry /
by: Hodgeson, Marmaduke
Published: (1689)

A treatise of practical gauging : shewing the compendious and easie way to attain that useful art, the whole grounded upon un-erring principles of geometry /
by: Hodgeson, Marmaduke
Published: (1689)

A short treatise of geometrie: : in which are contained sundry definitions and problemes, for the mensuration of superficies and solids, as also the use of the quadrat and quadrant in measuring of altitudes, latitudes and profundities, with sundry mechanicall wayes for performing the same. : Vnto which are adjoyned certaine tables, wherein the square root is extracted to 25000, and the cubick root to 10000 latus, only by ocular inspection. /
by: Babington, John
Published: (1635)

Johannis Wallis S.T.D. geometriæ professoris Saviliani, in celeberrima Academia Oxoniensi, Operum mathematicorum : volumen tertium. Quo continentur Claudii Ptolemæi Porphyrii Manuelis Bryennii harmonica: Archimedis arenarius, & dimensio circuli; cum Eutocii commentario: Aristarchi Samii, de magnitudinibus & distantiis solis & lunæ, liber: Pappi Alexandrini, libri secundi collectaneorum, hactenus disiderati, fragmentum: Græce & Latine edita, cum notis. Accedunt epistolæ nonnullæ, rem mathematicam spectantes; et opuscula quædam miscellanea.
by: Wallis, John, 1616-1703, et al.
Published: (1699)

A breefe treatise of sphæricall triangles : wherein is handled the sixteene cases of a right angled triangle, being all extracted out of one diagram, and reduced into theorems, with the totall sine in the first place, so that by addition onely, they may be effected : as also, the twelue cases of an oblique sphæricall triangle, being likewise reduced into theorems, whereby with one or two additions at the most, any of them may be resolued by helpe of this canon following made with secants, and that only by such numbers as are therein to be founde, without first making any substraction, or vsing any mentall operation ... /
by: Speidell, John, fl. 1600-1634
Published: (1627)

A treatise of the sphere : shewing how it is deriv'd from that theory which justly asserts the motion of the earth, as also of the projections of it, both orthographical and stereographical : demonstrating their properties from fundamental propositions, and shewing their uses : with the resolution of astronomical and chorographical problems /
by: Witty, John

Due correction for Mr Hobbes· Or Schoole discipline, for not saying his lessons right. : In answer to his Six lessons, directed to the professors of mathematicks. /
by: Wallis, John, 1616-1703
Published: (1656)

Lectiones geometricæ : in quibus (præfertim) generalia curvarum linearum symptomata declarantur /
by: Barrow, Isaac, 1630-1677
Published: (1672)

Lectiones geometricæ : in quibus (præfertim) generalia curvarum linearum symptomata declarantur /
by: Barrow, Isaac, 1630-1677
Published: (1672)

Geometrical solutions derived from mechanics : a treatise of Archimedes, recently discovered and tr. from the Greek /
by: Archimedes
Published: (1909)

An essay for the discovery of some new geometrical problems : (judged by some learned men, impracticable) concerning angular sections, beginning with the geometrical trisection of any right lined angle, by plain geometry of right lines and arches of circles, with rule and compass only, with out all conick sections, and cubick æquations. Whether the following praxis, and apparent demonstration thereof doth not only make it practicable, but easie to the understanding of a tiro, who but understands a little in true geometrical learning. Which layeth a foundation of a plain method how to sect any angle into any other number of parts required, even as 4. 6. 8. 10; or uneven, as 5. 7. 9. 11. &c. As also to divide a circle into any number even, or uneven of equal parts. All which have great uses in the improvement of the mathematical sciences, some of which are here specified. Proposed and submitted to the impartial tryal and examination of the right reason of such artises, to whose hands it may come. By G.K.
by: Keith, George, 1639?-1716
Published: (1697)

Lectiones geometricæ : in quibus (præsertìm) generalia curvarum linearum symptomata declarantur /
by: Barrow, Isaac, 1630-1677
Published: (1670)

Lectiones geometricæ : in quibus (præsertìm) generalia curvarum linearum symptomata declarantur /
by: Barrow, Isaac, 1630-1677
Published: (1670)

The geometry of Rene Descartes /
by: Descartes, René, 1596-1650
Published: (1925)

Geometry.
by: Descartes, René, 1596-1650
Published: (1954)

Geometria /
by: Descartes, René, 1596-1650
Published: (1649)

A geometricall extraction. or, A compendious collection of the chiefest and choisest problemes : selected out of the best and latest writers : whereunto are added above thirty problemes of the authors own invention, being performed by a better and briefer way than hitherto hath been made known /
by: Speidell, John, fl. 1600-1634
Published: (1657)

A geometricall extraction. or, A compendious collection of the chiefest and choisest problemes : selected out of the best and latest writers : whereunto are added above thirty problemes of the authors own invention, being performed by a better and briefer way than hitherto hath been made known /
by: Speidell, John, active 1600-1634
Published: (1657)

A geometricall extraction, or A compendious collection of the chiefe and choyse problemes, collected out of the best, and latest writers : VVhereunto is added, about 30. problemes of the authors inuention, being for the most part, performed by a better and briefer way, then by any former writer. By Iohn Speidell, practitioner in the mathematicks, and professor thereof in London.
by: Speidell, John, fl. 1600-1634
Published: (1616)

The elements or principles of geometrie /
Published: (1684)

Euclid's elements of geometry : In xv. books: with a supplement of divers propositions and corollaries. To which is added, a treatise of regular solids, by Campane and Flussas. Likewise Euclid's data: and Marinus his preface thereunto annexed. Also a treatise of the divisions of superficies, ascribed to Machomet Bagdedine, but published by Commandine, at the request of John Dee of London; whose preface to the said treatise declares it to be the worke of Euclide, the author of these elements. Published by the care and industry of John Leeke and George Serle, students in the mathematicks.
by: Euclid
Published: (1661)

Nicole Oresme and the medieval geometry of qualities and motions ; a treatise on the uniformity and difformity of intensities known as Tractatus de configurationibus qualitatum et motuum /
by: Oresme, Nicole, approximately 1320-1382
Published: (1968)

Lettres de A. Dettonville /
by: Pascal, Blaise, 1623-1662
Published: (1966)

Tactometria. Seu, Tetagmenometria. Or, The geometry of regulars practically proposed : after a new, most artificial, exact and expeditious manner (together with the natural or vulgar, by way of mensurall comparison) and in the solids, not only in respect of magnitude or dimension, but also of gravity of ponderosity, according to any metal assigned. ... And withall, the like artificial practical geometry of regular-like solids (as I term them) in both the foresaid respects: and moreover, of a cylindricall body, for liquid or vessell-measure (commonly called by the name of gauging) as is for solid measure; ... And lastly, an A-tactometrie, or an appendix, for the most ready and exact discovering of the dimensionall quantity of any irregular kind of body, ... A work very usefull and delightfull for all such as are either ingenuously studious of, or necessarily exercised and employed in the practice of the art metricall. By J.W.
by: Wybard, John
Published: (1650)

Si problemati elliptico domini Jean de Monfert paradigma adjectum illustrandi ...
by: Wybard, John
Published: (1650)

Syntaxis mathematica, or, A construction of the harder problemes of geometry : with so much of the conicks as is therefore requisite and other more ordinary and usefull propositions inter-mixed, and tables to several purposes /
by: Gibson, Thomas, 17th cent
Published: (1655)

Syntaxis mathematica, or, A construction of the harder problemes of geometry : with so much of the conicks as is therefore requisite and other more ordinary and usefull propositions inter-mixed, and tables to several purposes /
by: Gibson, Thomas, 17th/18th cent
Published: (1655)

A geometricall extraction, or A compendious collection of the chiefe and choyse problemes, collected out of the best, and latest writers : VVhereunto is added, about 30. problemes of the authors inuention, being for the most part, performed by a better and briefer way, then by any former writer. /
by: Speidell, John, fl. 1600-1634
Published: (1617)

Mathesis enucleata, or, The elements of the mathematicks /
by: Sturm, Johann Christophorus, 1635-1703
Published: (1700)

Mathesis enucleata, or, The elements of the mathematicks /
by: Sturm, Johann Christophorus, 1635-1703
Published: (1700)

A tale of a tub, or The Greenwich problem. : Greenvvich, the twenty sixth of July, 1673.
by: Dary, Michael
Published: (1674)

The elements of geometrie of the most auncient philosopher Euclide of Megara. Faithfully (now first) translated into the Englishe toung, by H. Billingsley, citizen of London. Whereunto are annexed certaine scholies, annotations, and inuentions, of the best mathematiciens, both of time past, and in this our age. With a very fruitfull præface made by M. I. Dee, specifying the chiefe mathematicall scie[n]ces, what they are, and wherunto commodious: where, also, are disclosed certaine new secrets mathematicall and mechanicall, vntill these our daies, greatly missed
by: Euclid
Published: (1570)