II. DICTIONARIES, GENERAL TREATISES, &c.-(Continued.)
GREGORY, (0.) Mathematics for Practical Men. New ed., 8vo, 14s. London, 1833
Contents.-Arithmetic; Algebra; Geometry; Trigonometry; Conic Sections; Curves
useful to Architects; Mensuration; Mechanics; Staties; Dynamics; Hydrostatics;
Hydrodynamics; Pneumatics; Active and Passive Strength; and Supplementary
Tables.
CAPE, (J.) A Course of Mathematics: principally designed for the use of Students in the
East India Company's Military Seminary at Addiscombe. Vol. 1, 8vo, 15s. Vol. 2, 8vo,

168.

London, 1839-42
MATHEMATICS. Published under the Superintendence of the Society for the Diffusion
of Useful Knowledge. 2 vols. 8vo, 178 6d.
London, 1835-36
Vol. 1. Containing Difficulties in the Study of Mathematics-Arithmetic and Algebra.

6s.

Vol. 2. Containing Geometry, Plane, Solid, and Spherical-Elements of Trigonometry
-Spherical Trigonometry-Algebraical Geometry. 11s. 6d.

.

O'BRIEN, (REV. M.) Mathematical Tracts. On La Place's Coefficients; the Figure of
the Earth; the Motion of a Rigid Body about its Centre of Gravity; Precession and Nu-
tation. Part 1, 8vo, 4s. 6d.
Camb., 1840
WRIGLEY AND JOHNSTONE.-A Collection of Examples in Pure and Mixed Mathe-
matics; with Hints and Answers. 8vo, 2s. 6d.
London, 1845
HALLIWELL, (J. O.) 2517 Rara Mathematica; or a Collection of Treatises on the
Mathematics and Subjects connected with them, from ancient inedited MSS. 2d ed.
8vo, 3s. 6d
London, 1844

LACROIX. Essai sur l'enseignement en général, et sur celui des mathématiques en par-
ticulier. 4e édn. 8vo.
Paris, 1838
MONTFERRIER, (A. S. DE.) Dictionnaire des sciences mathématiques pures et appliquées.
12e édn. 3 vols. 4to, f.36.

LACROIX, (S. H.) Cours de Mathématiques. 10 vols. 8vo, f.50.

Paris, 1844 "1835-42

BEZOUT. Cours de mathématiques à l'usage de la marine, de l'artillerie, etc., revue et
aug. par Reynaud. 6 vols. 8vo.
REYNAUD ET NICOLLET.

marine. 3 vols. 8vo.

III. SPECIAL TREATISES.

ALGEBRA. (See p. 11.)

.

.

.

Paris, 1835Cours de mathématiques a l'usage des écoles royales de

Paris, 1830-38

PEACOCK, (DR. G.) Treatise on Algebra. 2 vols. 8vo, 318. 6d.

Vol. 1. Arithmetical Algebra. 158.

London, 1843-45

Vol. 2. Symbolical Algebra and its Applications to the Geometry of Position. 168. 6d. HACKLEY, (C. W.) A Treatise on Algebra, containing the latest improvements, adapted to the Use of Schools and Colleges. 8vo.

New-York, 1846 WOOD. Elements of Algebra. Revised and enlarged, with Notes, additional Propositions, and Examples, by T. Lund. 8vo, 12s. 6d.

London, 1845

Appendix to Algebra. Containing Solutions of difficult Equations, and Problems, together with a large Collection of Examples in every part of Algebra, and College Examination Papers, by T. Lund. 8vo, 68. 6d. London, 1845

LUND, (T.) A Companion to Wood's Algebra; containing Solutions of various Ques-
tions and Problems in Algebra, and forming a Key to the Chief Difficulties found in the
Collection of Examples appended to the 12th edition of Wood's Algebra. 8vo, fis.
Cambridge, 1847

HIND, (REV. J.) Introduction to the Elements of Algebra. 2d ed. 12mo, 5s.

The Elements of Algebra. 5th ed. 8vo, 12s. 6d.
See Library of Useful Knowledge. MATHEMATICS.

ALGEBRAICAL DEVELOPMENT.

JARRETT, (REV. T.) An Essay on Algebraical Development; contain-
ing the principal Expansions in Common Algebra, in the Differential and
Integral Calculus, and in the Calculus of Finite Differences. 8vo, 88. 6d.
London, 1831

III. SPECIAL TREATISES.-(Continued.)

ALGEBRAICAL EQUATIONS.

STEVENSON, (R.) Treatise on the Nature and Properties of Algebraic
Equations. 2d ed. 8vo, 68. 6d.

Cambridge, 1835

HYMERS, (DR.) Treatise on the Theory of Algebraical Equations. 2d ed. 8vo, plates, 98. 6d.

Cambridge, 1840

London, 1835

ALGEBRAICAL GEOMETRY

WAUD. Treatise on Algebraical Geometry. 8vo, 58.
SCOTT, (W.) The Application of Algebra to Geometry, Plane and
Spherical Trigonometry, &c. 8vo. .

ANALYTICAL GEOMETRY.

London.

SCOTT, (W.) A Course of Analytical Geometry, including Conic Sec-
tions, and the Differential and Integral Calculus. 8vo. London, 1846
GREGORY, (D. F.) Treatise on the Application of Analysis to Solid Geometry. Con-
cluded by W. Walton. 8vo, 10s. 6d.
Cambridge, 1845
HAMILTON, (H. P.) Principles of Analytical Geometry. 8vo, plates, 14s. " 1826
HYMERS, (J.) A Treatise on Analytical Geometry of Three Dimensions; containing the
Theory of Curve Surfaces, and of Curves of Double Curvature. 2d ed. 8vo, 10s. 6d.
Cambridge, 1839
NARRIEN, (J.) Analytical Geometry; with the Properties of Conic Sections, and an
Appendix; constituting a Tract on Descriptive Geometry, for the use of the Royal Mili-
tary College. 8vo, Es. 6d.

London, 1846

LESLIE, (JNO.) Geometrical Analysis and Geometry of Curve Lines. 8vo, 12s.

Edinb., 1821 COMTE, (A.) Traité elem. de géométrie analytique à deux et à trois dimensions, con tenant toutes les théories générales de géométrie accessibles à l'analyse ordinaire. 8vo, f.7 50. Paris, 1843

DE MORGAN, (A.) Arithmetical Books from the Invention of Printing to the Present Time; being brief notices of a large number of Works drawn up from actual inspection. sm. 8vo, 68.

PEACOCK, (DR. G.) Arithmetic.

London, 1847

(Encyclopedia Metropolitana: Pure Sciences Vol. 1.)

DE MORGAN, (A.) Arithmetic. 5th edn. 12mo, 5s.
HIND, (J.) Principles and Practice of Arithmetic, comprising the nature and use of Lo-
garithms. 4th edn. 12mo, 4s. 6d. .

London, 1846

HYMERS, (J.) Treatise on Differential Equations, and on the Calculus of Finite Differences. 8vo, 10s.

Cambridge, 1839

KUHFF, (H.) Elements of the Calculus of Finite Differences. 8vo, 4s. 6d.

CALCULUS, INTEGRAL.

66

1831

HYMERS, (J.) A Treatise on Integral Calculus. Part 1, containing the
Integration of Explicit Functions of one variable, together with the
Theory of Definite Integrals of Elliptic Functions. 3d ed., enlarged.
8vo, 10s. 6d.
Cambridge, 1844
HIGMAN. Syllabus of the Differential and Integral Calculus. 2 parts. 8vo, 11s. 6d.

III. SPECIAL TREATISES.-(Continued.)

Cambridge, 1835

A COLLECTION of Examples on the Integral Calculus, in which every operation of
each example is completely effected. 8vo.
CARNOT, (L. N. M.) Réflexions sur la Métaphysique du Calcul Infinitésimal. 3me
édn. 8vo.

Paris, 1839

See ENCYCLOPEDIA METROPOLITANA. Art. Integral Calculus, by A. LEVY.

CALCULUS, DIFFERENTIAL.

BAILY, (J.) AND LUND, (T.) A Treatise on the Differential Calculus. 8vo, 10s. 6d. Cambridge, 1838 BROWNE, (Rev. A.) A Short View of the First Principles of the Differential Calculus. 8vo, 98. Cambridge. HYMERS, (J.) Treatise on Differential Equations, and on the Calculus of Finite Differences. 8vo, plates, 108. Cambridge, 1839 O'BRIEN, (M.) Elementary Treatise on the Differential Calculus. 8vo, plates, 10s. 6d. WALTON, (W.) A Treatise on the Differential Calculus. 8vo, 10s. 6d.

Cambridge. Cambridge, 1846 HIND, (J.) Digested Series of Examples in the Applications of the Principles of the Dif ferential Calculus. 8vo, 8s.

Cambridge, 1832 Principles of the Differential Calculus, with its Application to Curves and Curve Surfaces. 2d ed. 8vo, 16s. Cambridge, 1831

MILLER, (W. H.) An Elementary Treatise on the Differential Calculus. 3d ed. 8vo, plates, 68.

Calculus, Integral and Differential.

Cambridge, 1843

ANSELL, (C.) A Treatise on Differential and Integral Calculus.

London, 1841-42

RITCHIE'S Differential and Integral Calculus. 2d ed. By J. A. Spencer. 12mo, with Diagrams, 48. 6d.

London, 1846

GREGORY, (D. F.) Examples of the Processes of the Differential and
Integral Calculus. Collected by D. F. Gregory. 2d edition, edited by
Wm. Walton. 8vo, 4 plates, 188.
Cambridge, 1846
HALL, (T. G.) An Elementary Treatise on the Differential and Integral
Calculus, and the Calculus of Variations. 4th edn. 8vo, 12s. 6d.

London, 1846

DE MORGAN, (A.) A Treatise on the Calculus of Functions. 4to.

.

London, 1836 The Differential and Integral Calculus, with Elementary Illustrations. 8vo, 108. London, 1842 LACROIX, (S. F.) Traité élémentaire de Calcul Différentiel et de Calcul Intégral. 5me edn. 8vo. Paris, 1837 MOIGNO, (L'ABBE.) Leçons de calcul différentiel et de calcul intégral. Vol. 1-2, Part 1. 8vo. f.17. Paris, 1843-46 BOUCHARLAT, (M.) Eléments de Calcul différentiel et de Calcul intégral.

4e édn. 8vo. Paris, 1838

CAUCHY, (A. F.) Leçons de calcul différentiel et de calcul intégral, rédigée principale-
ment d'apris les méthodes des et étendues aux travaux les plus récens de géomètres;
par M. l'abbe Moigno. - vols. 8vo.
Paris, 1844

.

See ENCYCLO. METROP., Pure Sciences, Vol. 1-, Calculus by A. LEVY.

CONIC SECTIONS.

WALLACE, (W.) A Geometrical Treatise on the Conic Sections;
an Appendix containing Formulæ for their Quadrature, etc. 8vo.

with

Edinburgh, 1837

HAMILTON, (H. P.) An Analytical System of Conic Sections, designed for the use of
Students. 5th edn. 8vo, 10s. 6d.
Cambridge, 1843
HYMERS, (J.) Treatise on Conic Sections and the Application of Algebra to Geometry.
3d edn. 8vo, 98.
WHEWELL, (W.) Doctrine of Limits, with its Applications: namely, Conic Sections;
the Three First Sections of Newton, and the Differential Calculus. 8vo, 98.

London, 1845

Cambridge, 1841

III. SPECIAL TREATISES.-(Continued.)

CURVES.

HEARN, (G.) Researches on Curves of the Second Order, also on Cones and Spherical Conics, treated analytically, in which the Tangencies of Apollonius are investigated, and General Geometrical Constructions deduced from Analysis; also, several of the Geometrical Conclusions of M. Chasles are analytically resolved. Together with many Properties entirely original. 8vo, 5s.

DIFFERENTIAL EQUATIONS.

HYMERS, (J.) Treatise on Differential Equations, &c. 8vo, 10s.
OTTLEY. Treatise on the Differential Equations. 8vo, 78. 6d.

DYNAMICS.

London, 1846

WHEWELL, (W.) Dynamics. Part 1, on the Free Motion of Points, and on Universal Gravitation, including the Principal Propositions of Books I. and III. of the Principia. 3d edn. 8vo, 10s. 6d.

Cambridge, 1836 Dynamics. Part 2, on the Constrained and Resisted Motion of Points, and on the Motion of a Rigid Body. 2d edn. 8vo, 12s. 6d.

EARNSHAW, (S.) Dynamics; or, a Treatise on
added, a Short Treatise on Attractions. 3d edn.

EQUATIONS.

MURPHY, (R.) The Theory of Equations.
LOCKHART, (J.) Resolution of Equations.

FORMULE.

Cambridge, 1836 Motion: to which is 8vo, 14s.

Cambridge, 1844

BROOKE, (C.) A Synopsis of the Principal Formulæ and Results of Pure
Mathematics. 8vo, 158.
Cambridge, 1829

GEOMETRY.

LARDNER, (Dr.) A Treatise on Geometry and its applications to the
Arts. 12mo, 68.
London, 1840

EUCLID; the Elements of. By R. Simson, M. D. Twenty-fifth Edition, revised and corrected. 8vo, 88.; 12mo, 5s. London, 1841

EUCLID; the Elements of. From the Text of Simson. Edited, in the Symbolical form, by R. Blakelock. 12mo, 6s.

London, 1840

66

EUCLID; The Elements of. (The first three books). Translated from the Latin of the
Right Rev. Thomas Elrington, D. D. To which is added a Compendium of Algebra.
Designed for the use of Schools and private instruction. 12mo, 3s. 6d.
London.
EUCLID; a Companion to. With a set of improved figures. 12mo, 4s.
BLAND, (M.) Geometrical Problems, deducible from the first Six Books of Euclid, ar-
ranged and solved, with an Appendix, containing the Elements of Plane Trigonometry.
4th ed. 8vo, 10s. 6d.
London, 1842
BRADLEY, (F.) Practical Geometry, Linear Perspective, and Projection; including
Isometrical Perspective, Projection of the Sphere, and the Projection of Shadows: with
Descriptions of the Principal Instruments used in Geometrical Drawing, &c. Illustrated by
8 plates. For the use of Artists, Architects, Engineers, Mechanics, &c. 8vo. London, 1834
See ALGEBRAIC GEOMETRY, ANALYTICAL GEOMETRY.

INFINITESIMAL ANALYSIS.

CARNOT. Reflections on the Metaphysical Principles of Infinitesimal
Analysis. Translated by Browell. 8vo, 58.
Oxford, 1832

LIMITS.

WHEWELL, (W.) The Doctrine of Limits, with its Applications, &c.
8vo, 98.
Camb., 1831

III. SPECIAL TREATISES.-(Continued.)

LOGARITHMS.

TABLES of Logarithms of Numbers, from One to Ten Thousand. Published under the superintendence of the Society for the Diffusion of Useful Knowledge. 12mo. London, 1839 TABLES of Six Figure Logarithms, containing the Logarithms of Numbers, from 1 to 10,000, and of Sines and Tangents for every minute of the Quadrant and every Six Seconds of the First Two Degrees with a Table of Constants, and formula for the solution of Plane and Spherical Triangles. Superintended by Richard Farley, of the Nautical Almanac Establishment. sm. 8vo, 4s. 6d. London, 1840 SHORTREDE, (R.) Logarithmic Tables to Seven Places of Decimals, containing Logarithms to numbers from 1 to 120,000, numbers to Logarithms from 0 to 100000, Logarithmic Sines and Tangents to every Second of the Circle, with Arguments in Space and Time, and New Astronomical and Geodesical Tables. Royal 8vo, £4. 4s.

Edinburgh, 1844 LALANDE, (J. J. F. DE.) Tables de logarithmes pour les nombres et pour les sinus; augmentées de la table de logarithmes de Gauss; edition revue et augmentées par H. G. Köhler: Ger. and Fr. 8vo.

MECHANICS.

Leipzig, 1832

SNOWBALL, (J. C.) The Elements of Mechanics. 8vo, 8s. 6d.

Camb., 1845 PRATT, (H. J.) The Mathematical Principles of Mechanical Philosophy, and their Applications to Elementary Mechanics and Architecture, but chiefly to the Theory of Universal Gravitation. 2d ed., revised and improved. 8vo, 218. Cambridge, 1834 WHEWELL, (DR.) Mechanical Euclid. Containing the Elements of Mechanics and Hydrostatics, demonstrated after the manner of Geometry. 7th ed., 12mo, 48. 6d. ; or with Supplement, 58. Cambridge, 1843 WALTON, (W.) A Collection of Problems in illustration of the Principles of Theoretical Mechanics. 8vo, 16s.

Camb.

CAMBRIDGE Course of Elementary Natural Philosophy, being the Demonstrations of the Propositions in Mechanics and Hydrostatics, in which those persons who are not Candidates for Honours, are examined for the Degree of B. A. 3d ed., 12mo, 4s. London. POISSON. Treatise of Mechanics. Translated by H. H. Harte, with Notes. 2 vols. 8vo, 288. Dublin.

.

SCOTT, (W.) Plane Trigonometry and Mensuration. 8vo. London, 1845
LUBBOCK, (W.) On Cask Guaging. 8vo.

NEWTON'S PRINCIPIA.

1834

EVANS, (J. H.) The First Three Sections of Newton's Principia, with an
Appendix, and the Ninth and Eleventh Sections. 2d edn., 8vo, 68.

Camb., 1837

WRIGHT, (J. M.) The Three First Sections of Newton's Principia.
Translated with Notes, &c. 8vo, 6s.

Camb., 1830

PERIODICALS.

CAMBRIDGE Mathematical Journal. Vols. 1-4, each 188., 8vo.

Cambridge, v. y.

London, 1843

MATHEMATICIAN, edited by W. Rutherford, and S. Fenwick. Published every Four
Months, at 3s. 6d. a Number. Nos. I-X.
CAMBRIDGE and Dublin Mathematical Journal. 6 Nos. per annum, 2s. 6d. each.

Cambridge, 1846

CRELLE, (A. L.) Journal für die reine und angewandte Mathematic. 11 vols., 4to.

Bulletin des Sciences mathématiques, Annales de mathématiques.

Berlin, 1826-35