120 occurrences of therefore etc in this volume.
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Annotation Guide:

cover
The Ordinatio of John Duns Scotus
cover
Ordinatio. Book 2. Distinctions 1 - 3.
Book Two. Distinctions 1 - 3
Third Distinction. Second Part. On the Knowledge of Angels
Question Three. Whether an Angel is Required to have Distinct Reasons for Knowing Created Quiddities in Order to Know them Distinctly
I. The Opinion of Others
C. Rejection of Both Opinions in General

C. Rejection of Both Opinions in General

366. Now this opinion seems to coincide with the preceding one in this respect, that as the first posits that infinitely many quiddities could be known by the one habit (as far as concerns it of itself [n.357]), so this second one has to posit that in some one angel there was some one reason that would not be a reason for representing a definite number of quiddities without being a reason for representing more. For, by proceeding according to the number of quiddities in the universe and the number of intelligible species in angels, ‘of which there is always a smaller number in a higher angel’ [nn.364-365], one will eventually reach some single species in some single angel that could be the reason for knowing all inferior intelligibles - or at any rate one will reach some few species, and so all the inferior quiddities whatever that could come to be could be known by those few species; and thus, by attributing to one species some one definite multitude of knowable quiddities, one would not be able to find, on its part, why it was the reason for knowing so many and not more. And granted that the second opinion could in some way escape this conclusion, nevertheless, even were it not the first reason I pose against it, there will be another three against it, as also against the first opinion [nn.369, 371, 376].

367. I prove first, then, that a single created reason cannot be a principle for knowing an infinity of quiddities, or cannot be a principle for knowing a definite number of them without being a principle for knowing more, because where a numerical plurality requires a greater perfection, there an infinite plurality or a numerical infinity requires an infinite perfection (an example: if being able to carry more weights at once entails a greater power, then being able to carry an infinity of weights at once, or not being able to carry a definite number at once without being able to carry more, entails a power intensively infinite); but for something to be a reason for distinctly knowing several quiddities entails a greater perfection in it than does being a reason for knowing one quiddity alone; if therefore something could be a reason for knowing an infinity of things (or not a reason for knowing a definite number without being a reason for knowing more), it will be infinite - which is impossible.

368. The assumption [sc. the minor, ‘for something to be.. .knowing one quiddity alone’, n.367] I provea by the fact that if the proper reason representative of this quiddity is taken, then, insofar as it is the representative reason of this quiddity, it includes some perfection, and likewise the proper reason representative of another quiddity includes some perfection; and these perfections in their proper representative reasons are of different idea; the one reason, then, that distinctly represents both of them as objects includes virtually in itself several perfections of different idea, and so it is more perfect in itself than is either of them alone. This is also confirmed by what is said in 1 d.2 nn.125-127, where it is proved that God is infinite from the infinity of the things represented through his essence.

a.a [Interpolation] Hereby not only is the minor proved but also the major.

369. Second I prove that no created reason can be a reason for knowing distinctly several quiddities:

First, because each one reason for knowing has one adequate object, and in this object are perfectly included all the things knowable through that reason, if several things are knowable through it.a The point is plain from a likeness about the divine essence as reason and as object; for the divine essence as reason is distinctly representative in regard to infinite objects because it is of one first object, which object perfectly includes all those infinite objects insofar as they are knowable. But the one reason here that is being posited does not have any first object virtually including, according to its total knowability, all other quiddities; for this reason is posited precisely as having for object all created things, and no creature thus includes all quiddities.

a.a [Interpolation] Or alternatively let the major be this: whatever is the reason for knowing distinctly several things has one object in which those several things are perfectly contained.

370. There is also proof of the major [n.369] by reason, because the unity of the naturally posterior depends on the unity of the prior, for on a distinction in the naturally prior follows a distinction in the posterior; but every reason for knowing that exists in a created intellect (that is, which is not participated as the divine essence is) is disposed to the known thing as measured to measure, and so is as naturally posterior to prior; therefore its unity necessarily depends on the unity of the object measuring.a

a.a [Interpolation] Therefore it is necessary that some one object is the measure of the reason for knowing. But the object that is the measure of it is adequate to it; therefore it is not a reason for knowing other things save in that these other things are virtually contained in the first object, which is the measure of the reason for knowing. - Second, the major is proved as follows: nothing is a reason for perfectly knowing another thing unless it either is the proper reason for it or contains the proper reason for knowing it; but not in the first way, since it is a reason for knowing distinctly several other things;     therefore it must contain virtually the reasons for knowing many things, if it is a distinct reason for knowing them. The minor is evident, because the quiddity of the object will be a created one - and it cannot contain other quiddities distinctly in knowability, because there is some entity in an inferior that is not contained in a superior; therefore likewise there is in knowability some reason in an inferior that is not contained in a superior knowability; therefore etc     .

371. Again second: each one reason for knowing can have some act of knowing adequate to it; but this reason, which is posited to be the reason with respect to knowing distinctly several quiddities, cannot have some one act of understanding adequate to it, because - according to them - this intellect cannot know distinctly and at once the several quiddities of which it is the reason;     therefore etc     .

372. The proof of the major is that every perfect memory can have an intelligence adequate to itself as to the fact that, according to its first and total act, it can produce an effect adequate to itself; this is clear because even the infinite memory of the Father can be the principle for producing an actual infinite knowledge.a

a.a [Interpolation] Proof of the minor: for it cannot have one act adequate to it intensively, because then the act would contain virtually acts of understanding all other quiddities, which it cannot do; nor can it have one such act extensively, because then it could at once actually and distinctly understand all those quiddities, and this is not true and not conceded by them either.

373. Against these two arguments [nn.369, 371] it is objected that a form productive of several things does not have to have one first object in which are contained virtually all other objects (as is clear about the form of the sun with respect to generable and corruptible forms); nor even does it have to be able to have one act adequate to itself, but several. So it is in the issue at hand.

374. I reply:

A productive power in some way unlimited in its effects is an equivocal power, and therefore simply superior and nobler than any effect; because of this its unity does not depend on the unity of the effect but the effect depends on this cause; and the effects can be many while this cause exists as single, because there can be a plurality in posterior things along with a unity in the naturally prior thing. But in operations that are not productions the object in that case does not have the idea of a naturally prior with respect to that which is the proximate reason for operating (speaking of the case of creatures), and the unity of what is naturally posterior depends on the unity of the prior.

375. Likewise too, such a productive form does not naturally have to have a passive thing adequate to it (adequate both in intensity and in extension) so that it can act with an adequate action; but the memory insofar as it is an operative power has itself a natural intelligence (in the same nature) as the passive or quasi-passive thing adequate to it, namely because it can receive an action or a second act adequate in every way (namely both intensively and extensively) to the first act of memory itself; otherwise there would be in the memory some reason for knowing that would altogether exceed the power of generating of the memory as it is parent, and so ‘the parts of the image would not mutually take hold of themselves’, which is contrary to Augustine On the Trinity 10.11 n.18 (for that is why these parts are equal in comparison with the objects, because every object, in the way it can be in the memory, can be in the intelligence actually and in the will lovably or hatefully according to its act) - and the Master [Lombard] adduces in Sentences 1 d.3 ch.2 n.41 authorities from Augustine for the fact that ‘whatever I know I remember’.

376. I argue third as follows: the intellect that can without contradiction habitually know this and not know that does not know several things habitually in the same way formally (the proof is that it is a contradiction for the intellect to have and not have the same thing formally, and to have something by which it is and is not formally such; therefore if it can be non-knowing a habitually and knowing b habitually, it does not know a and b habitually in the same way); but every created intellect can know one object and not another; therefore no such intellect knows several objects in the same way habitually.

377. The proof of the minor is that if a created intellect could not, without contradiction, habitually know a in the absence of knowing b, this would be either on the part of such an intellect - which is false, because it can now habitually know one thing and not another thing (otherwise it would be knowing several things at once); or on the part of a necessary binding together of objects - which is false, because one object can be known by our intellect while another is not known. If then this is not because of a necessary connection of objects, nor of a necessary connection of object to power, then not in any way.