... propositions. The mental process by which we pass from direct knowledge to indirect knowledge is in some cases and in some degree capable of analysis. We pass from a knowledge of the proposition a to a knowledge about the proposition by perceiving... A Treatise on Probability - 14. lappuseautors: John Maynard Keynes - 2006 - 484 lapasIerobežota priekšskatīšana - Par šo grāmatu
| John Cunningham Wood - 1994 - 622 lapas
...capable of analysis. We pass from a knowledge of the proposition a to a knowledge about the proposition by perceiving a logical relation between them. With...about, and in some cases of, the primary proposition. (p. 13) The knowledge of probability relationship, accordingly, was to be understood as a (direct)... | |
| Donald Gillies - 2000 - 246 lapas
...least some probability relations by direct acquaintance or immediate logical intuition. As Keynes says: 'We pass from a knowledge of the proposition a to...this logical relation we have direct acquaintance. ' ( 1 92 1 : 13). Indeed. Keynes appears to argue at times that all logical relations are known by... | |
| I. Grattan-Guinness - 2003 - 980 lapas
...least, to have something like a direct perception of logical probabilities. Thus he wrote (1921: 13): 'We pass from a knowledge of the proposition a to...this logical relation we have direct acquaintance', though he also added (1921: 18) that 'Some men - indeed it is obviously the case - may have a greater... | |
| Roger E. Backhouse, Bradley W. Bateman - 2006 - 291 lapas
...probability relations by direct acquaintance or immediate logical intuition. As Keynes says (JMK VIII: 13): 'We pass from a knowledge of the proposition a to...this logical relation we have direct acquaintance.' A problem that arises on this account is how we can ever assign numerical values to probabilities.... | |
| John B. Davis - 1994 - 238 lapas
...capable of analysis. We pass from a knowledge of the proposition a to a knowledge about the proposition by perceiving a logical relation between them. With...logic of knowledge is mainly occupied with a study of logical relations, direct acquaintance with which permits direct knowledge of the secondary proposition... | |
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