FIRST ARTICLE [I, Q. 44, Art. 1]

Whether It Is Necessary That Every Being Be Created by God?

Objection 1: It would seem that it is not necessary that every being

be created by God. For there is nothing to prevent a thing from being

without that which does not belong to its essence, as a man can be

found without whiteness. But the relation of the thing caused to its

cause does not appear to be essential to beings, for some beings can

be understood without it; therefore they can exist without it; and

therefore it is possible that some beings should not be created by

God.

Obj. 2: Further, a thing requires an efficient cause in order to

exist. Therefore whatever cannot but exist does not require an

efficient cause. But no necessary thing can not exist, because

whatever necessarily exists cannot but exist. Therefore as there are

many necessary things in existence, it appears that not all beings are

from God.

Obj. 3: Further, whatever things have a cause, can be demonstrated

by that cause. But in mathematics demonstration is not made by the

efficient cause, as appears from the Philosopher (Metaph. iii, text

3); therefore not all beings are from God as from their efficient

cause.

_On the contrary,_ It is said (Rom. 11:36): "Of Him, and by Him, and

in Him are all things."

_I answer that,_ It must be said that every being in any way existing

is from God. For whatever is found in anything by participation, must

be caused in it by that to which it belongs essentially, as iron

becomes ignited by fire. Now it has been shown above (Q. 3, A. 4)

when treating of the divine simplicity that God is the essentially

self-subsisting Being; and also it was shown (Q. 11, AA. 3, 4) that

subsisting being must be one; as, if whiteness were self-subsisting,

it would be one, since whiteness is multiplied by its recipients.

Therefore all beings apart from God are not their own being, but are

beings by participation. Therefore it must be that all things which

are diversified by the diverse participation of being, so as to be

more or less perfect, are caused by one First Being, Who possesses

being most perfectly.

Hence Plato said (Parmen. xxvi) that unity must come before multitude;

and Aristotle said (Metaph. ii, text 4) that whatever is greatest in

being and greatest in truth, is the cause of every being and of every

truth; just as whatever is the greatest in heat is the cause of all

heat.

Reply Obj. 1: Though the relation to its cause is not part of the

definition of a thing caused, still it follows, as a consequence, on

what belongs to its essence; because from the fact that a thing has

being by participation, it follows that it is caused. Hence such a

being cannot be without being caused, just as man cannot be without

having the faculty of laughing. But, since to be caused does not

enter into the essence of being as such, therefore is it possible for

us to find a being uncaused.

Reply Obj. 2: This objection has led some to say that what is

necessary has no cause (Phys. viii, text 46). But this is manifestly

false in the demonstrative sciences, where necessary principles are

the causes of necessary conclusions. And therefore Aristotle says

(Metaph. v, text 6), that there are some necessary things which have

a cause of their necessity. But the reason why an efficient cause is

required is not merely because the effect is not necessary, but

because the effect might not be if the cause were not. For this

conditional proposition is true, whether the antecedent and

consequent be possible or impossible.

Reply Obj. 3: The science of mathematics treats its object as though

it were something abstracted mentally, whereas it is not abstract in

reality. Now, it is becoming that everything should have an efficient

cause in proportion to its being. And so, although the object of

mathematics has an efficient cause, still, its relation to that cause

is not the reason why it is brought under the consideration of the

mathematician, who therefore does not demonstrate that object from

its efficient cause.

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