Practical geometry : Practica geometriae /

Elementa geometriæ : in quibus methodo brevi ac facili summe necessaria ex Euclide, Archimede, Apollonio, & nobilissima veterum & recentiorum geometrarum inventa traduntur /
by: Pardies, Ignace Gaston, 1636-1673
Published: (1694)

Elementa geometriæ : in quibus methodo brevi ac facili summe necessaria ex Euclide, Archimede, Apollonio, & nobilissima veterum & recentiorum geometrarum inventa traduntur /
by: Pardies, Ignace Gaston, 1636-1673
Published: (1694)

Short, but yet plain elements of geometry : Shewing how by a brief and easie method, most of what is necessary and useful in Euclid, Archimedes, Appollonius, and other excellent geometricians, both ancient and modern, may be understood. Written in French by F. Ignat. Gaston Pardies. and rendred into English. By John Harris, D.D. and secretary to the Royal Society.
by: Pardies, Ignace Gaston, 1636-1673

Short, but yet plain elements of geometry and plain trigonometry : Shewing how by a brief and easie method, all that is necessary and useful in euclide, archimedes, apollonius and other excellent geometricians, both ancient and modern, may be understood. Written in French by F. Ignatius Gaston Pardies. And now rendred into English from the fourth and last edition. By John Harris M.A. and F.R.S. with many additions, and improvements: the whole being accommodated to the capacities of young beginners.
by: Pardies, Ignace Gaston, 1636-1673

Six lessons to the professors of the mathematiques : one of geometry the other of astronomy, in the chaires set up by the noble and learned Sir Henry Savile in the University of Oxford.
by: Hobbes, Thomas, 1588-1679
Published: (1656)

Oeuvres mathematicques de Samuel Marolois, traictant de geometrie et fortification, reduictes en meilleur ordre, & corrigees d'un nombre infiny de fautes escoulees aux impressions precedentes: La Geometrie par Theodore Verbeeck mathematicien et la Fortification par Francois van Schoten ...
by: Marolois, Samuel
Published: (1628)

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

Euclidis elementorum libri XV. breviter demonstrati, /
by: Euclid
Published: (1687)

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)

Nine geometrica'll [sic] exercises for young sea-men, : and others that are studious in mathematicall practices: containing IX particular treatises, whose contents follow in the next pages. All which exercises are geometrically performed, by a line of chords and equal parts, by waies not usually known or practised. Unto which the analogies or proportions are added, whereby they may be applied to the chiliads of logarithms, and canons of artificiall sines and tangents. /
by: Leybourn, William, 1626-1716
Published: (1669)

Fibonacci's De practica geometrie /
by: Fibonacci, Leonardo, approximately 1170-approximately 1240
Published: (2008)

Euclid's elements. Vol. II : Containing the seventh, eighth, ninth, tenth, thirteenth, fourteenth and fifteenth books; with the data; being the remaining parts of that work which were not publish'd by the Late Dr. Keill. Now first translated from Dr. Gregory's edition. To which is prefix'd, an account of the life and writings of Euclid. With a defence of his elements against the modern objectors. By Edmund Stone, F.R.S.
by: Euclid
Published: (1731)

Euclid's elements : Now first translated from Dr. Gregory's edition. To which is prefix'd An account of the life and writings of Euclid. With A defence of his Elements against the modern objectors. By Edmund Stone, F.R.S.
by: Euclid
Published: (1745)

An introduction to mensuration, and practical geometry : With notes, containing the reason of every rule. By John Bonnycastle, of the royal military academy, Woolwich.
by: Bonnycastle, John, approximately 1760-1821
Published: (1791)

Pappus of Alexandria : book 4 of the collection /
by: Pappus, of Alexandria
Published: (2010)

Practical geometry or A manual of mathematical recreations. : Shewing how to perform some select propositions of geometry ... As also how to find the true heights, depths, and distances of hills, castles, towers, or steeples ... And how to draw an horizontal dial for any latitude. Fitted for the ingenious of all ranks and professions ... and all other students in the mathematicks. /
by: Corss, James
Published: (1666)

Elements of plain and spherical trigonometry : Together with the principles of Spherick geometry, and the several projections of the sphere in Plano. The whole demonstrated and illustrated with useful cases and examples. By J. Harris, A.M. F.R.S. and chaplain to the Right Honourable the lord-keeper.
by: Harris, John, 1667?-1719
Published: (1706)

The new method of fortf̕c̕ation : As practised by Monsieur de Vauban, engineer-general of France. Together with a new treatise of geometry. The fourth edition, carefully revised & corrected by the original. To which is now added, a treatise of military orders, and the art of Gunnery, or throwing of bombs, balls, &c. To hit any object assign'd. By W. Allingham, master of the Mathematical-School in Channel-Row, Westminster. The whole work illustrated with 32 copper plates.
by: Allingham, William
Published: (1722)

Sectionum conicarum elementa nova methodo demonstrata. Authore Jacobo Milnes, rectore de Ingestre in Agro Staffordiensi.
by: Milnes, James, 1663-1739
Published: (1702)

Mathematicall magick· Or, the vvonders that may be performed by mechanicall geometry. : In two books. Concerning mechanicall povvers. motions. Being one of the most easie, pleasant, usefull, (and yet most neglected) part of mathematicks. Not before treated of in this language. /
by: Wilkins, John, 1614-1672

The works of Archimedes /
by: Archimedes
Published: (2002)

Geometrical lectures: explaining the generation, nature and properties of curve lines. ... by Isaac Barrow, ... Translated from the Latin edition, revised, corrected and amended by ... Sir Isaac Newton. By Edmund Stone, F.R.S.
by: Barrow, Isaac, 1630-1677
Published: (1735)

Elementa geometriae theoricae : et practicae /
by: Lecchi, Antonio, 1702-1776
Published: (1753)

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

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

Fibonacci's De practica geometrie /
by: Fibonacci, Leonardo, approximately 1170-approximately 1240
Published: (2008)

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

The description and vse of the sector, crosse-staffe, and other instruments : vvith a canon of artificiall sines and tangents, to a radius of 10000.0000. parts, and the vse thereof in astronomie, navigation, dialling, and fortification, &c. /
by: Gunter, Edmund, 1581-1626
Published: (1636)

Practical geometry, : in two parts: the first, shewing how to perform the four species of arithmetick, (viz. addition, subtraction, multiplication, and division,) together with reduction, and the rule of proportion in figures. The second, containing a hundred geometricall questions, with their solutions and demonstrations, some of them being performed arithmetically, and others geometrically, yet all without the help of algebra. A worke very necessary for all men, but principally for surveyors of land, engineers, and all other students in the mathematicks. /
by: Rudd, Thomas, 1584?-1656
Published: (1650)

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

The Elements or principles of geometrie..
Published: (1684)

The Elements of principles of geometrie.

The Elements of principles of geometrie
Published: (1684)

A short treatise of geometrie.
by: Babington, John
Published: (1971)

Theory and practice of conformal geometry /
by: Krantz, Steven G. (Steven George), 1951-
Published: (2016)

Hyperbolic geometry /
by: Anderson, James W., 1964-
Published: (2005)