MATHEMATICS. 13 



BARBE (J.-A.). Table trigonomStrique, ou resolution complete et ge- 

 nerale des triangles de toute espece, operec de minute en minute, pour 

 tous les degres du quart de cercle ; avec des moyens pour construire sur le 

 terrain les courbes paraboliques et circulaires ; suivie des tableaux don- 

 nant les dimensions necessaires dans les voutes a plusieurs centres, et les 

 dimensions exactes de la Terre selon le systeme metrique, avec la compa- 

 raison de la toise au metre. 8 Paris, 1827. 



BARDON (CLAUDIUS). See Anonymous. Arithmeticall tables, fol. 



BARKER (WILLIAM ALLEYNE). Mathematical tables, containing the 

 logarithms of all numbers, from 1 to 10,000 ; the logarithmic sines and 

 tangents to every degree ; a traverse or table of difference of latitude 

 and departure; with a table of rumbs. 12 London, 1814. 



BARLOW (PETER). See Euler (L.). Elements of Algebra. 8 1810. 



. An elementary investigation of the theory of numbers, with its ap- 

 plication to the indeterminate and Diophantine analysis, the division of 

 the circle, &c. 8 London, 1811. 



New mathematical tables, containing the factors, squares, cubes, 



square roots, cube -roots, reciprocals, and hyperbolic logarithms of all 

 numbers from 1 to 10,000 ; tables of power and prime numbers, an ex- 

 tensive table of formulae, or general synopsis of the most important par- 

 ticulars relating to the doctrines of equations, series, fluxions, fluents, 

 &c. 8 London, 1814-. 



. A new mathematical and philosophical dictionary, comprising an 



explanation of the terms and principles of pure and mixed mathematics 

 and of such branches of natural philosophy as are susceptible of mathe- 

 matical investigation, with historical sketches of these sciences. 8 

 London, 1814. 



BAROCCIUS (FRANCISCUS). See Heron Alex. Liber de machinis bel- 

 licis. 4- 1572. (Mechanics.) 



. Admirandum illud geometricum problema tredecim modis demon- 

 stratum, quod docet duas lineas in eodem piano designare quae num- 

 quam invicem coincidant, etiam si in infinitum protrahantur ; accessit 

 etiam instrumentum, quo cuiuslibet coni ortus, ac trium conicarum sec- 

 tionum in piano descriptio fit. 4 Venetiis, 1 586. 



BARROW (ISAACUS). See Archimedes. Opera, &c. 4 1675. 



. Lectiones aliquot geometricae. See Barrow (L). Lectiones xvin 



Cantabrigiaa habitae &c. 4 1669, &c. (Optics.) 



See Collins (I.). Commercium epistolicum. 8 1722. 



. See Euclides. Data succincte demonstrata, &c. 12 1657. 



Elementorum libri xv. 12 1655. 



12 1659. 



. Lectiones mathematicse. 8 Londini, 1684. 



. Lectiones mathematicae xxm ; in quibus principia matheseos ge- 



neralia exponuntur; accesserunt lectiones iv in quibus theoremata et 

 problemata Archimedis de sphaera et cylindro methodo analytica eru- 

 untur. 8 Londini, 1685. 



BARTHOLINUS (ERASMUS). Principia matheseos universalis, sive in- 

 troductio ad geometriae methodum R.Descartes. 4 Amstelcedami, 1661. 



. Selecta geometrica (auctarium trigonometriae ad solutiones et de- 



monstrationes triangulorum ; dioristices methodus prima et secunda) ; 

 4 pts. in 1 vol. 4 Hauniee, 1674. 



BARTJEN (WILLEM). Verniende cyfferinge. 12 Amsterdam, 1673. 



BAUDUSSON ( ). Le rapporteur exact, ou tables des cordes do 

 chaquc angle depuis uric minute jusqu'u 180 degres, pour uu rayon do 



