Franz Brentano_The True and the Evident.pdf
Franz Brentano_The True and the Evident.pdf
Franz Brentano_The True and the Evident.pdf
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Critique of Sigwart’s <strong>The</strong>ory of <strong>the</strong> Existential <strong>and</strong> <strong>the</strong> Negative Judgement 31<br />
connection of ideas” constitutes a judgement; <strong>the</strong>re must be in addition (he would say) a<br />
certain feeling of compulsion.<br />
Sigwart subsequently formulates ano<strong>the</strong>r argument (p. 151), but I find it equally difficult<br />
to follow. He notes, quite correctly, that <strong>the</strong>re are countless predicates which we have <strong>the</strong><br />
right to deny of any given thing; <strong>and</strong> he adds, equally correctly, that we do not in fact make<br />
all of <strong>the</strong>se negative judgements. But now— what are we to infer from <strong>the</strong>se premises?<br />
Perhaps this: <strong>the</strong> fact that a given negative judgement is justified is not itself sufficient to<br />
account for <strong>the</strong> fact that <strong>the</strong> judgement is made? 51 And this, of course, we may well admit.<br />
But what Sigwart infers is quite different. A necessary condition for making a negative<br />
judgement, he says, is that we first attempt to make <strong>the</strong> corresponding positive judgement;<br />
hence if we do not make <strong>the</strong> attempt at <strong>the</strong> positive judgement, we do not make <strong>the</strong> negative<br />
judgement. This is a bold leap indeed, which my logic at least is unable to follow. What<br />
if we were now to ask, “And why is it that all <strong>the</strong> corresponding positive judgements are<br />
not attempted?” Sigwart’s examples (“This stone reads, writes, sings, composes verses”,<br />
“Justice is blue, green, heptagonal, moves in circles”) would require <strong>the</strong> following answer:<br />
<strong>the</strong> reason that we do not attempt <strong>the</strong> positive judgement is that we have already made <strong>the</strong><br />
negative judgement, having found it to be evident <strong>and</strong> certain. This is what would best<br />
explain why <strong>the</strong>re is no “danger” of “anyone wanting to attribute such predicates to <strong>the</strong><br />
stone or to justice”. One might also answer our question by saying this: <strong>the</strong> reason we do<br />
not attempt all <strong>the</strong> relevant positive judgements lies in <strong>the</strong> fact that our consciousness,<br />
after all, has its limitations. I could accept this answer too. But why didn’t Sigwart appeal<br />
directly to this fact earlier in his discussion? He says himself that <strong>the</strong>re is an “unlimited<br />
number” of possible negative judgements.<br />
Sigwart makes still ano<strong>the</strong>r curious mistake (as Marty has already noted). Affirmative<br />
judgements, he says, differ from negative judgements in that “only a finite number of<br />
predicates can be affirmed of any subject”. How so? Aren’t we justified in saying, for<br />
example, that a whole hour is greater than a half an hour, greater than a third of an hour,<br />
greater than a fourth of an hour, <strong>and</strong> so on, ad infinitum? 52 If now I do not in fact make<br />
each one of <strong>the</strong>se judgements, <strong>the</strong>re must be a good reason. After all, <strong>the</strong> limitations of<br />
consciousness would hardly permit it. But <strong>the</strong>se same considerations may be applied<br />
equally well to negative judgements.<br />
We find a third argument somewhat later on. We may treat it briefly here, for I have already<br />
answered it in my Psychologie (Book II, Chapter 7, Section 5). Sigwart reasons as follows<br />
(p. 155 f.): suppose <strong>the</strong> negative judgement were direct <strong>and</strong>, as a species of judgement,<br />
co-ordinate with <strong>the</strong> affirmative judgement; <strong>the</strong>n, if one thinks that <strong>the</strong> affirmation of <strong>the</strong><br />
subject is involved in an affirmative categorical proposition, one should also think that<br />
<strong>the</strong> denial of <strong>the</strong> subject is involved in a negative categorical proposition; but this is not<br />
<strong>the</strong> case. <strong>The</strong> latter observation is correct (<strong>the</strong> denial of <strong>the</strong> subject need not be involved<br />
in <strong>the</strong> affirmation of a negative proposition). But <strong>the</strong> observation that precedes it (viz.,<br />
if one thinks that <strong>the</strong> affirmation of <strong>the</strong> subject is involved in an affirmative categorical<br />
proposition, one should also think that <strong>the</strong> denial of <strong>the</strong> subject is involved in a negative<br />
proposition) is entirely untenable <strong>and</strong>, indeed, self-contradictory. Precisely because of <strong>the</strong><br />
fact that <strong>the</strong> existence of a whole involves <strong>the</strong> existence of each of its parts, all that is<br />
needed, if a given whole is not to exist, is that only one of its parts be lacking. 53