Proceedings of the Aristotelian Society for the Systematic Study of Philosophy, Volumen5Williams and Norgate, 1905 Contains the papers read at the Society's fortnightly meetings in London throughout the academic year, and short discussion notes on these papers. Papers are drawn from an international base of contributors and discuss issues across a broad range of philosophical traditions, including those which are of greatest current interest. |
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Página 5
... Mathematics or the physical laws of nature , and that anybody who thinks them to be other than what they are is in error , just as much as the man who thinks that fire does not burn . If anyone likes to say that this idea is a delusion ...
... Mathematics or the physical laws of nature , and that anybody who thinks them to be other than what they are is in error , just as much as the man who thinks that fire does not burn . If anyone likes to say that this idea is a delusion ...
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... mathematical judgments is brought into question by the undoubted fact that the estimate which a reporter will form of the numbers present at a political meeting may be materially swayed by the extent of his sympathy with its objects ...
... mathematical judgments is brought into question by the undoubted fact that the estimate which a reporter will form of the numbers present at a political meeting may be materially swayed by the extent of his sympathy with its objects ...
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... Mathematics are proved to be a purely subjective affair by the existence of mathematical problems which no one could solve but the late Professor Cayley , and of others which await the solution of future Cayleys . ( 2 ) Another ...
... Mathematics are proved to be a purely subjective affair by the existence of mathematical problems which no one could solve but the late Professor Cayley , and of others which await the solution of future Cayleys . ( 2 ) Another ...
Página 48
... mathematical rationalist , realises this quite clearly , for he avoids any pretence of basing his conclusions on the principle of self - contradiction . He appeals to the intuition * Œuvres de Descartes ( ed . Jules Simon ) , Discours ...
... mathematical rationalist , realises this quite clearly , for he avoids any pretence of basing his conclusions on the principle of self - contradiction . He appeals to the intuition * Œuvres de Descartes ( ed . Jules Simon ) , Discours ...
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... mathematical with axiomatic starting - points ; Hegel's method is dialectical , and its starting - point is never more than the first germ of which the whole developed system is the fruit and established truth . * " The apprehended idea ...
... mathematical with axiomatic starting - points ; Hegel's method is dialectical , and its starting - point is never more than the first germ of which the whole developed system is the fruit and established truth . * " The apprehended idea ...
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Absolute actual admit affirmation appearance apprehended argument ARISTOTELIAN SOCIETY assertion aware Berkeley Berkeley's Boole Bradley calculus Carr conception contradiction Dawes Hicks Descartes distinction doctrine doubt element emotion ethical existence experience F. C. S. SCHILLER feeling finite G. E. Moore HASTINGS RASHDALL Hegel human idea idealism individual infinite mind Introspection Jevons judgments of value Kant Kant's knowledge Logic of Relatives logician mathematical means mental merely metaphysical criterion mode moral judgments motion nature objective validity observe pain perceived perception personality phenomena philosophy pleasure point of view position possible postulate present principle problem Prof Professor proposition propositional logic psychical matter question realisation reason recognise reference regard relation scepticism seems self-consciousness self-contradictory sensation sense Shadworth Shadworth Hodgson simply Stanton Coit subjective activities supposed Symbolic Logic symbolist Taylor theory Thing-in-itself things thought tion true truth ultimate reality unity universal Venn whole