The celebrated theory of parallels. Demonstration of the celebrated theorem, Euclid i, axiom 12. With appendix containing the philosophy of the demonstration, together with the partial refutation of sir W. Hamilton's philosophy of the unconditioned or infinite1866 |
Συχνά εμφανιζόμενοι όροι και φράσεις
A B move A F—A angle E A C+A C D=2 arc A F arc B E Axiom Bertrand's C+A C D=2 right angles capability of coincidence circumference coincidence of B E Cyclo Deity demonstration described on B C E A C+A C D=2 right Edin equal or unequal equality of B E equality of finites Euclid evolved some positive GEOMETRICAL EQUALITY Hamiltonian human mind incapable of coincidence indirect form inequality Infinite Whole involves the conception lengths described Lond Mathematicians MATTHEW RYAN meet A B move on B C pædia parallels involves Penny Cyclopædia Phil Philebus Plato positive idea positive knowledge prop repeated immediate form Schol simple motion sophism or parallogism straight lines A B T. P. Thompson's Geo THEOREM Theory of Parallels Unconditioned or Infinite WAR DEPARTMENT wherefore Def wherein B A C whilst