The History of Philosophy: From the Earliest Times to the Beginning of the Present Century, Volume 2William Baynes, 1819 - Philosophy |
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Page 8
... ancient schools of wis- dom for education , science and learning made a rapid pro- gress , and almost every sect of philosophy found followers and patrons among the higher orders of the Roman citizens . If , however , we apply the term ...
... ancient schools of wis- dom for education , science and learning made a rapid pro- gress , and almost every sect of philosophy found followers and patrons among the higher orders of the Roman citizens . If , however , we apply the term ...
Page 9
... ancient Italic , or Pythagorean school , does not appear to have extended beyond that part of Italy formerly called Magna Grecia . And though afterwards the fame of this singular sect , and of the marvellous actions , and mysterious ...
... ancient Italic , or Pythagorean school , does not appear to have extended beyond that part of Italy formerly called Magna Grecia . And though afterwards the fame of this singular sect , and of the marvellous actions , and mysterious ...
Page 25
... ancient seats , the groves of Academus , and the Lyceum , in order to furnish himself with materials for car- rying on the assault ; and when the city fell into his hands , among other articles of plunder , he became possessed of the ...
... ancient seats , the groves of Academus , and the Lyceum , in order to furnish himself with materials for car- rying on the assault ; and when the city fell into his hands , among other articles of plunder , he became possessed of the ...
Page 28
... ancient and noble family of the Lucretii . He was born , according to Eusebius , in the year of Rome six hundred and fifty- nine . Of his parentage and education little is known , but 77 Plut . in Brut . t . v . p . 690. 711. Cic . Phil ...
... ancient and noble family of the Lucretii . He was born , according to Eusebius , in the year of Rome six hundred and fifty- nine . Of his parentage and education little is known , but 77 Plut . in Brut . t . v . p . 690. 711. Cic . Phil ...
Page 37
... ancient Pythagoreans . There were also many who boasted , that they possessed the true Pythagorean wisdom , but who in fact perverted and cor- rupted it , by blending it with the doctrines of Plato and other philosophers . These latter ...
... ancient Pythagoreans . There were also many who boasted , that they possessed the true Pythagorean wisdom , but who in fact perverted and cor- rupted it , by blending it with the doctrines of Plato and other philosophers . These latter ...
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Common terms and phrases
acquainted afterwards Alexandrian Alexandrian school ancient Apollonius appears Arabians Aristotelian Aristotle attempted authority Averroës Basnage Bayle became Bibl body born Cabbala Cabbalistic celebrated century chiefly Christ Christian Christian fathers church Cicero concerning Conf disciples disputes Diss distinct Divine Nature doctrine dogmas Eccl Eclectic Egypt Egyptian emanation eminent emperor Epicurus Euseb Fabr favour flourished formed friends Gnostic Grecian Greek Greek language Hebrew Hist honours human Jewish Jews Jezirah judgment knowledge learning losophy manner master mathematical metaphysics mind moral mystical Niceron notion obtained opinions origin Pagan Peripatetic Phil philo philoso Plato Platonists Plotinus Polyh Porphyry Præf preceptor precepts principles Proclus professed Pythagoras reason religion revival Roman Rome sacred Saracens Scholastic philosophy schools Scriptures sect soul spirit Stoic subtleties Suidas taught tenets theology things tion treatise truth universal Vidend whence whilst wisdom writings wrote
Popular passages
Page 565 - ... them; and that these primitive particles, being solids, are incomparably harder than any porous bodies compounded of them; even so very hard, as never to wear or break in pieces; no ordinary power being able to divide what God himself made one in the first creation.
Page 564 - ... that the smallest particles of matter may cohere by the strongest attractions, and compose bigger particles of weaker virtue ; and many of these may cohere and compose bigger particles whose virtue is still weaker ; and so on for divers successions, until the progression end in the biggest particles, on which the operations in chemistry, and the colours of natural bodies, depend, and which, by adhering, compose bodies of a sensible magnitude.
Page 148 - To whom they all gave heed, from the least to the greatest, saying, This man is the great power of God.
Page 564 - The vi* inertia is a passive principle, by which bodies persist in their motion or rest, receive motion in proportion to the force impressing it, and resist as much as they are resisted.
Page 129 - In summer he always began his studies as soon as it was night ; in winter generally at one in the morning ; but never later than two, and often at midnight.
Page 478 - He was born in 1560, being son of Sir Nicholas Bacon, Lord Keeper of the Great Seal in the reign of Queen Elizabeth, by Ann, daughter of sir Anthony Cook, eminent for her skill in the Latin and Greek languages.
Page 31 - ... esse apibus partem divinae mentis et haustus 220 aetherios dixere ; deum namque ire per omnes terrasque tractusque maris caelumque profundum ; hinc pecudes, armenta, viros, genus omne ferarum, quemque sibi tenues nascentem arcessere vitas ; scilicet hue reddi deinde ac resoluta referri omnia, nec morti esse locum, sed viva volare sideris in numerum atque alto succedere caelo.
Page 566 - This Being governs all things, not as the soul of the world, but as Lord over all; and on account of his dominion he is wont to be called Lord God...
Page 34 - Cato begins to take on the qualities of a caricature, which are developed in the laudatio proper: hi mores, haec duri immota Catonis secta fuit, servare modum finemque tenere naturamque sequi patriaeque impendere vitam nee sibi sed toti genitum se credere mundo.
Page 561 - I offer this work as the mathematical principles of philosophy, for the whole burden of philosophy seems to consist in this — from the phenomena of motions to investigate the forces of nature, and then from these forces to demonstrate the other phenomena; and to this end the general propositions in the first and second Books are directed.