Preproceedings 2006 - Austrian Ludwig Wittgenstein Society
Preproceedings 2006 - Austrian Ludwig Wittgenstein Society
Preproceedings 2006 - Austrian Ludwig Wittgenstein Society
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Substance and Attribute in the Controversy Between the Two Greatest Western Philosophers … - Tomasz Kakol<br />
Theorem 2. Two substances having different attributes<br />
have nothing in common with one another. If by attributes<br />
he understands predicates conceived through themselves,<br />
I agree with it provided that there are two substances, A<br />
and B, and c is an attribute of substance A, d is an<br />
attribute of substance B; or that c and e are the only<br />
attributes of substance A, whereas d and f are the only<br />
attributes of substance B. It would be otherwise if these<br />
substances had some attributes in common, and some<br />
not, e.g. if c and d were A’s attributes, and d and f – B’s<br />
ones. Now, if Spinoza denies this possibility, one must<br />
demonstrate this impossibility. In case of disagreement, he<br />
will probably prove this theorem in this way: since d and c<br />
express the same essence (as we have assumed that<br />
these are the attributes of the same substance, namely A),<br />
and the same goes for d and f (as they are also the<br />
attributes of the same substance, namely B), so c and f<br />
[express the same essence]. From this it follows that A and<br />
B are the same substance, contrary to what we have<br />
assumed. Hence, that two different substances have<br />
something in common is an absurdity. I reply that I haven’t<br />
assumed that there can be two attributes conceived<br />
through themselves, yet expressing the same. For<br />
whenever this fact holds, those two attributes expressing<br />
the same, albeit in different ways, can then be resolved [=<br />
decomposed], and at least one of them. That can be easily<br />
proved by me.<br />
Theorem 3. If two things have nothing in common with one<br />
another, one cannot be the cause of the other (from<br />
axioms 4, 5).<br />
Theorem 4. Two or more different things differ from one<br />
another either in attributes of substance, or in affections.<br />
He proves it as follows: everything which is, is either in<br />
itself or in another (from axiom 1), that means, (from def. 3<br />
and 5), there is nothing outside the intellect but substances<br />
and their affections. Here I am surprised that he forgets<br />
about attributes, for according to def. 5 by affections of the<br />
substance he understands only modes. It follows that<br />
either he expresses it equivocally or he doesn’t regard<br />
attributes as things existing outside the intellect, but only<br />
substances and modes. Anyway, he could demonstrate<br />
this theorem more easily, if he had only added that things,<br />
which could be conceived through their attributes or<br />
affections, necessarily could be known through them, and<br />
hence differentiated.<br />
Theorem 5. In reality there cannot be two or more<br />
substances having the same nature i.e., attribute. Here I<br />
notice that it seems to be unclear what ‘in reality’ would<br />
mean. Would he understand by it ‘in the domain of existing<br />
things’ or ‘in the domain of ideas or possible essences’?<br />
Next, it is unclear whether he wants to say that there are<br />
not many essences having the same attribute or whether<br />
he wants to hold that there are not many individuals having<br />
the same essence. I am also surprised why here he uses<br />
words ‘nature’ and ‘attribute’ as synonyms, unless he<br />
understands by attribute something which includes the<br />
whole nature. But having assumed that I cannot see in<br />
what way there can be many attributes of the same<br />
substance, [attributes] conceived through themselves.<br />
Proof: if substances differed from one another, they would<br />
differ either in affections or in attributes; if in affections,<br />
then, since substance is by its nature prior to their<br />
affections (from theorem 1), setting aside affections, these<br />
substances must differ from one another, hence, differ in<br />
attributes, and if in attributes, then there are no two<br />
substances having the same attribute. I reply that there<br />
seems to be a paralogism here. For two substances can<br />
be distinguished by their attributes, and yet they can have<br />
certain attribute in common, provided that they have (apart<br />
from this attribute) some properties. For example, if there<br />
were two substances, A and B, the former having<br />
attributes c, d, and the latter – d, e. I also notice that<br />
theorem 1 is not used by Spinoza anywhere but in this<br />
proof. True, this proof could be made without this theorem,<br />
since it suffices that substance can be conceived without<br />
affections, whether it would be by its nature prior to their<br />
attributes or not.<br />
Theorem 6. One substance cannot be produced by<br />
another substance, for (from theorem 5) there are no two<br />
substances having the same attribute, hence, they have<br />
nothing in common with one another (from axiom 5). The<br />
same in other words and in a much shorter way, since that,<br />
which is conceived through itself, cannot be conceived<br />
through another, e.g. through a cause (from axiom 4).<br />
Anyway, I reply that I agree with this proof provided that<br />
substance is assumed here as a thing conceived through<br />
itself; things will be different if one assumed substance to<br />
be something which is in itself, as people usually assume,<br />
unless one demonstrates that being in itself and being<br />
conceived through itself are the same.<br />
Theorem 7. Existence pertains to the nature of substance.<br />
Substance cannot be produced by another (theorem 6).<br />
Therefore, it is the cause of itself, that is (from def. 1), its<br />
essence itself involves existence. Here Spinoza is rightly<br />
criticized for the fact that at one time he assumes cause as<br />
something fixed, whose specific meaning is established by<br />
def. 1, and at another time he uses it in its popular<br />
meaning. Yet the remedy is simple, if he had transformed<br />
def. 1 into an axiom and said: everything which doesn’t<br />
come from another comes from itself, i.e., from its<br />
essence. True, other problems arise here: namely, the<br />
reasoning will be valid if we assume that substance can<br />
exist. For it is necessary that substance will exist by itself<br />
(if it cannot be produced by anything else), hence, exists<br />
necessarily. Therefore, one must prove that substance is<br />
possible, i.e., it is conceivable. It seems that it can be<br />
demonstrated from the fact that if nothing is conceived<br />
through itself, then nothing will be conceived through<br />
anything else, hence, nothing at all will be conceived. In<br />
order to show it clearly: one should consider that if one<br />
assumed that a is conceived through b, the concept of b is<br />
in the concept of a itself. And again, if b is conceived<br />
through c, the concept of c is in the concept of b itself, and<br />
thus, the concept of c itself will be in the concept of a itself,<br />
and so on, up to the last concept. If someone said that<br />
there was not the last concept, I would reply that there is<br />
not the first one, which can be demonstrated as follows:<br />
since in the concept of a thing, which is conceived through<br />
another thing, nothing can be found except what is<br />
different, thus – decomposing the concepts gradually –<br />
either nothing can be found in it or nothing but that which<br />
is conceived through itself. And this proof I regard as quite<br />
novel and valid. And with its help one can demonstrate<br />
that what is conceived through itself, is conceivable. Yet<br />
one can still doubt whether this thing is possible in the<br />
sense of “possible” used here, namely, not as something<br />
which is conceivable, but as something whose cause<br />
(which finally amounts to the first cause) is conceivable.<br />
For things we can conceive cannot be produced because<br />
we can conceive them: [if they cannot be produced that is]<br />
in virtue of other things, more perfect ones, with which they<br />
are incompatible. Thus, that being which is conceived<br />
through itself actually exists, must be demonstrated by<br />
experience [, namely:] since there are things which are<br />
conceived through something else, something through<br />
which they are conceived, exists. As you can see, in order<br />
to prove in a strict way the existence of the thing existing<br />
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