Tractatus Logico-Philosophicus (English): Difference between revisions

Tractatus Logico-Philosophicus (English) (view source)

Revision as of 17:26, 1 August 2021

24 bytes added , 3 years ago

no edit summary

MLavazza

Bureaucrats, Editors, Interface administrators, Administrators

6,089

edits

@@ Line 1,088: / Line 1,088: @@
 Contradiction is the external limit of the propositions, tautology their substanceless centre.
-{{ParTLP|5.15}} If ''T<sub>r</sub>'' is the number of the truth-grounds of the proposition "''r''", ''T<sub>r</sub>'' the number of those truth-grounds of the proposition "''s''" which are at the same time truth-grounds of "''r''", then we call the ratio {{nowrap|''T<sub>rs</sub> : T<sub>r</sub>''}} the measure of the ''probability'' which the proposition "''r''" gives to the proposition "''s''".
+{{ParTLP|5.15}} If ''T<sub>r</sub>'' is the number of the truth-grounds of the proposition "''r''", ''T<sub>r</sub>'' the number of those truth-grounds of the proposition "''s''" which are at the same time truth-grounds of "''r''", then we call the ratio {{nowrap|''T''<sub>''rs''</sub> : ''T''<sub>''r''</sub>}} the measure of the ''probability'' which the proposition "''r''" gives to the proposition "''s''".
-{{ParTLP|5.151}} Suppose in a schema like that above in No. [[#5.101|5.101]] ''T<sub>r</sub>'' is the number of the "T"'s in the proposition ''r'', ''T<sub>rs</sub>'' the number of those "T"'s in the proposition ''s'', which stand in the same columns as "T"'s of the proposition ''r''; then the proposition ''r'' gives to the proposition ''s'' the probability {{nowrap|''T<sub>rs</sub> : T<sub>r</sub>''}}.
+{{ParTLP|5.151}} Suppose in a schema like that above in No. [[#5.101|5.101]] ''T<sub>r</sub>'' is the number of the "T"'s in the proposition ''r'', ''T<sub>rs</sub>'' the number of those "T"'s in the proposition ''s'', which stand in the same columns as "T"'s of the proposition ''r''; then the proposition ''r'' gives to the proposition ''s'' the probability {{nowrap|''T''<sub>''rs''</sub> : ''T''<sub>''r''</sub>}}.
 {{ParTLP|5.1511}} There is no special object peculiar to probability propositions.