A defence of free-thinking in mathematics: In answer to a pamphlet of Philalethes Cantabrigiensis, intituled, Geometry no friend to infidelity, or a defence of Sir Isaac Newton, and the British mathematicians. Also an appendix concerning Mr. Walton's Vin A defence of free-thinking in mathematics: In answer to a pamphlet of Philalethes Cantabrigiensis, intituled, Geometry no friend to infidelity, or a defence of Sir Isaac Newton, and the British mathematicians. Also an appendix concerning Mr. Walton's Vin

A defence of free-thinking in mathematics: In answer to a pamphlet of Philalethes Cantabrigiensis, intituled, Geometry no friend to infidelity, or a defence of Sir Isaac Newton, and the British mathematicians. Also an appendix concerning Mr. Walton's Vin

Beschreibung des Verlags

A defence of free-thinking in mathematics: In answer to a pamphlet of Philalethes Cantabrigiensis, intituled, Geometry no friend to infidelity, or a defence of Sir Isaac Newton, and the British mathematicians. Also an appendix concerning Mr. Walton's Vindication of the principles of fluxions ... By the author of The minute philosopher., George Berkeley. A defence of free-thinking in mathematics: In answer to a pamphlet of Philalethes Cantabrigiensis, intituled, Geometry no friend to infidelity, or a defence of Sir Isaac Newton, and the British mathematicians. Also an appendix concerning Mr. Walton's Vindication of the principles of fluxions ... By the author of The minute philosopher. Berkeley, George, 1685-1753. 71,[1]p. ; 8⁰. London : printed for J. Tonson, 1735. Author of The minute philosopher = Bishop Berkeley. Reproduction of original from the British Library. English Short Title Catalog, ESTCT109901. Electronic data. Farmington Hills, Mich. : Thomson Gale, 2003. Page image (PNG). Digitized image of the microfilm version produced in Woodbridge, CT by Research Publications, 1982-2002 (later known as Primary Source Microfilm, an imprint of the Gale Group).

GENRE
Belletristik und Literatur
ERSCHIENEN
1735
1. Januar
SPRACHE
EN
Englisch
UMFANG
1
Seite
VERLAG
University of Oxford
GRÖSSE
97.2
 kB
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