PART THREE
THE TRANSCENDENTAL ELEMENTS
OF KANT'S SYSTEM
by Stephen Palmquist (stevepq@hkbu.edu.hk)
Reason's nature is
such that it can never conceive anything except insofar as the latter is
determined under given conditions. Consequently, inasmuch as it can neither
rest with the conditioned nor make the unconditioned comprehensible, nothing
remains for it, when thirst for knowledge invites it to grasp the absolute
totality of all conditions, but to turn back from objects to itself in order to
investigate and determine the ultimate boundary of the capacity given it,
instead of investigating and determining the ultimate boundary of things.
[Kt3:564-5]
Kant's System of Theoretical Perspectives
When one has
thought according to a method and then expressed this method and distinctly
stated the transition from one proposition to the next, then one has treated a
cognition systematically. [Kt10:148(149)]
1.
The Four Stages of Representation in General
The
task set before us here in Part Three is to fill the formal structure of Kant's
architectonic, as outlined in III.3-4, with the content provided in the part of
each Critique called the
Transcendental Doctrine of Elements.[1] This will
require us to put forward a more detailed interpretation of Kant's Critical
philosophy, beginning in this chapter with his system of theoretical perspectives
(as developed mainly in Kt1). One of the risks of modulating from formal to
transcendental logic in this way will be that of oversimplification-i.e., of
making distinct what Kant (perhaps purposefully) left obscure, or vice versa.
Consequently, I shall not pretend to have discovered texts in Kant's writings
which match perfectly with each of the twelve formal components in Figure
III.6, nor to have accounted adequately for all of his multitude of apparently
technical terms. Instead, I shall pick out those arguments which seem to
constitute the essential elements of his system (and which must therefore, in
the case of Kt1, be common to both editions [see note I.21]), in hopes of determining
the extent to which each can be correlated with one of the components given in
Figure III.6. (The goal of such a procedure is to develop a schematic outline
of systemt which can be used as a map to guide us through Kant's text, and which
can therefore simplify the task of those who wish to reformulate Kant's
arguments in contemporary terms [see I.1].) Such correlations are not always as
straightforward as we might wish, so in some cases they must be advanced
tentatively, as the best choice presented in the text. Nevertheless, I believe
the correspondence between the elements Kant put forward and the twelvefold
pattern described in III.3 is sufficiently close to establish my claim that he
was working towards such an ideal pattern, but was unable to elaborate its
structure precisely enough in his own mind to pass it on unambiguously to his
reader [see Kt1:862-3].
As
suggested in III.4, the form of my interpretation of systemt will be as
follows. Its four major 'stages' are concerned with the analysis of the nature
of sensibility [VII.2.A], understanding [VII.2.B], judgment [VII.3.A] and
reason [VII.3.B]. Each stage has three 'steps', arranged in a synthetic pattern.
Thus, I will interpret Kant's presentation of the 'conditions of knowing' in
systemt as containing a total of twelve steps. Each step is itself established
as necessary by means of a threefold (synthetic) argument. The various 'elements'
which operate in each step of Kant's overall argument (and which, taken
together, constitute the 'Doctrine of
Elements') can therefore be regarded as constituting a ninefold pattern in each
stage. The formal structure of such 'second-level synthetic integration' is
discussed in Pq18:4.1, but does not need to be described here. Instead, a very
general, but also very important, example will be used to demonstrate the
threefold structure of each step in Kant's presentation. Once this is done, we
will discuss the general character of each of the four stages in systemt and their
structural relationship. These two introductory tasks will prepare us for a
detailed study of each stage.
As
we saw in VI.2, Kant's whole theory of the synthetic progression of the
elements of knowledge is based on the assumption that the knowing subject must
'represent' to itself an unknown thing in the form of a 'representation'. The
power to perform this function is attributed to the 'faculty' of
representation. Two ambiguities concerning this claim, which could give rise to
much confusion and hamper our understanding of almost every step in systemt, are discussed
in Appendix VII.A.
An
examination of representation makes a good introduction to Kant's way of
arguing not only because it reveals these typical ambiguities, but also because
he uses the term in connection with almost every step in his theory [cf.
Kt1:94,376-7]. Representation itself 'cannot be explained at all', since it
'would have to be explained again through another representation': human
knowledge 'always presupposes representation' [Kt10:34(38)]. 'All representations',
he insists, 'can themselves become objects of other representations'
[Kt1:A108]. So his entire discussion of the conditions of knowing can be regarded
as an account of the faculty of representation applying a series of conditions
(+) to the object which is to be conditioned (-), so that the latter is
represented in a more and more determinate form of representation (x), until
all such steps eventually lead to the fully determined knowledge of the represented
object. The format chosen to summarize this most general function of knowing
can therefore be adopted as the pattern for summarizing the steps in each of
Kant's systems.[2] The synthetic
structure of this basic argument can be depicted straightforwardly by using the
following schema:
![]()
Kant
defines an 'organism' in Kt7:376 as 'an organized natural product in which
every part is reciprocally both end and means.' Taking this comment, together
with his subsequent claim that the interrelationships between the parts of an
organism are 'founded upon ... the causality of an architectonic understanding'
[388-9], to apply not only to physical organisms, but to rational systems as
well (as he suggests in Kt1:xxii,xxxvii-xxxviii), can help us to understand the
formal relationship between each of his twelve successive threefold arguments
(or steps). Following the format given above, the first part of each step will
specify the material given, i.e., the conditioned element (-), which is carried
over from the conclusion of the previous step; the second part will specify the
formal function, i.e., the condition (+), which is supplied by the subjective
faculty involved;[3] and the third
part will specify the synthetic unity (x) of these, thus yielding a new level
in the determination of the object. The 'end' of each argument (i.e., the
third part) is then presented to the 'means' (i.e., the second part) of the
next step: that is, the object at this new level of determination serves as the
material for the next step; and the process continues until the object is
finally represented as fully determined. Such reciprocal development is what
Kant means by 'the causality of an architectonic understanding'. Kant alludes
to this synthetic pattern when he notes that a transcendental argument is
required whenever 'an a priori determination
is synthetically added to the concept of a thing' [Kt1:286]. But even though
the Critical philosopher is concerned primarily with the transcendental aspects
of the elements defined by each argument, Kant often discusses their empirical
aspects as well. I shall mention this empirical side of many of the arguments
discussed, but concentrate mainly on their transcendental character (using
'transcendental' here in the broad sense in which all the conditions of knowing,
regardless of the stage in which they arise, are transcendental [see II.4,
III.4 and IV.2].
Two
methodological clarifications must be made before we discuss the structural
relationship between the four stages of systemt. The first is
simply that its twelve progressive steps must be taken to determine only the
transcendental-logical order of the
elements which constitute experience, and not the empirical-temporal order in which they are
experienced.[4] But the second
is rather more complex: ignoring the fact that Kant is interested more in the
formal conditions of knowing[5] than in actual
experienced knowledge could lead an interpreter to confuse the synthetic method, which analyzes how empirical
knowledge is possible [see Ap. IV and Kt2:276n], with actual 'synthetic a
priori knowledge' as such. Inasmuch
as we can discover the twelve conditions of knowing only through
transcendental reflection on the way in which empirical knowledge arises,
Kant's synthetic method in Kt1 can be thought of as an analysis of the elements of such knowledge, organized according to
the (architectonic) form of their logical synthetic progression [see F1:114-6].
Once it is taken as given that we know
something, any investigation of that knowledge will be analytic; but such an
investigation can be presented in a synthetic form by theoretically putting
all empirical knowledge in abeyance and asking what syntheses logically gave
rise to the possibility for analysis.[6] Thus, although
the series of arguments which constitutes the synthetic method will reveal at
some point the content of some synthetic a priori knowledge, it will also
reveal other types of knowledge [see Figure IV.2]; for the series itself is
intended to trace all the conditions
which, when regarded as syntheses from the Transcendental Perspective, explain
the possibility of the empirical knowledge being analyzed.
The
first and second stages of systemt deal with the faculties of
sensibility and understanding. Kant describes the functions of these 'two
sources of representation' [Kt1:327] in the Transcendental Aesthetic[7] and in the (Transcendental)
Analytic of Concepts,[8] respectively. He
defines sensibility as 'the capacity (receptivity) for receiving
representations through the mode in which we are affected by objects' [Kt1:33;
cf. 75 and Kt6:211n]. In other words, 'the senses' are 'the first foundation of
all judgments' [Kt18:361(102)], so that the aim of the first stage is to discover
how the material for knowledge (i.e., sensation) arises through the function
of intuition. Special attention is paid to the role of 'representations which
are not empirical' [Kt1:A99]; thus the faculty of sensibility adopts the transcendental perspective in systemt.[9] However, Kant
defines understanding in a number of different ways. Indeed, he assigns to
'understanding' almost as wide a variety of possible meanings as he does to
'representation'. So it is important to determine which of his meanings applies
to the second stage of systemt and how the understanding
in this sense is related to sensibility.
'Understanding is, to use general terms, the faculty of knowledge' [Kt1: 137]. As
such, it is 'the mind's power of producing representations from itself, the spontaneity of knowledge' [75]. Kant
analyzes this general meaning in Kt66:138(19):
understanding (in the most
general sense of the term) ... must include: 1) the power of apprehending given
[representations] to produce intuition ..., 2) the power of abstracting what is
common to several of these to produce a concept ..., and 3) the power of
reflecting to produce knowledge of the object.
As we shall see, this threefold division of
the general powers of the understanding directly corresponds to the first
three stages of systemt (i.e., to intuitive sensibility, conceptual
understanding and determinate judgment, respectively). But Kant later distinguishes this general type of
understanding from sensibility by calling the former 'the higher cognitive
power' and the latter 'the lower'. He then specifies that, as 'the higher
cognitive power', the faculty of understanding 'consists in understanding, judgment, and reason'
[196-7 (68-9); s.a. Kt7i:201 and Kt39:476(182)]. And these three terms refer directly
to the second, third and fourth stages of knowing (i.e., to conceptual understanding,
determinate judgment and inferential reason, respectively). In its most general
sense, therefore, the understanding is equally well describable 'as a spontaneity
of knowledge ..., as a power of thought, as a faculty of concepts, or again of
judgments', as a 'faculty of rules' and as 'the lawgiver of nature' [Kt1:A126];
indeed, it is involved in some sense in every
stage of knowing, so that, as Beck says in a note to Kt4:9, it is itself 'the
faculty of empirical knowledge'.
The
terms sensibility, judgment, and reason all refer in their own right to stages
in systemt, so the sense of 'understanding' we shall adopt-that is, as referring
to the second stage-will be its narrow sense, according to which it refers to
one aspect of the higher cognitive power in general. Kant uses the word in this
sense when he says 'the understanding ... thinks only, and does not intuit'
[Kt1:139]. But within this specific usage, the word 'understanding' is
occasionally utilized even more specifically as a description of any one of the
three functions which combine to make up the second stage [e.g., 134n]. Fully
aware of its multifarious meaning, Kant observes that 'the proper task of a
transcendental philosophy' is the 'dissection
of the faculty of the understanding itself, in order to investigate the
possibility of concepts a priori'
[90-1]. Rather than discussing every variation at this point, let us now
examine the relationship between understanding and sensibility.
As
the second stage of knowing, understanding is always closely related to
sensibility. In fact, Kant himself speculates that these 'two stems of human
knowledge' may 'spring from a common, but to us unknown, root' [Kt1:29].
Whereas sensibility provides the transcendental
material for empirical knowledge, understanding in the second stage
provides 'the logical form of all
judgments' by forming self-conscious thoughts which correspond to sensations
[Kt1:140e.a.; s.a. 143]. Understanding in this context is therefore always conceptual understanding. Like
sensibility, understanding is an abstract function, in the sense that it is
concerned not with concrete objects of real experience, but with one aspect
of our knowledge of such objects in isolation from the other. The faculty of
sensibility considers intuition in abstraction from the corresponding power,
which I shall call 'conception' [see note VII.28], and is always 'passive,
consisting in receptivity'; the faculty of understanding, by contrast,
considers conception in abstraction from intuition and is 'active and manifests
power' [Kt66:140(21)]. This relation
of passive to active, or matter to form, suggests the former can be correlated
with - and the latter with + [see III.4].
The third and fourth stages of systemt deal with the
faculties of judgment and reason, and are presented in the Analytic of
Principles and in the Dialectic, respectively. Kant defines judgment as 'the
mediate knowledge of an object, that is, the representation of a representation
of it' [Kt1:93]: it is the empirical realization of the understanding in its
concrete relation to sensibility. Thus, the role of the third stage in
clarifying how judgments are possible can be depicted as a simple synthetic
integration, as shown in Figure VII.1. 'The judgment indicates what use is to
be made of the understanding.'[10] For, as Kant
says in Kt7:407: 'understanding must wait for the subsumption of
Understanding (+)

Figure VII.1:
The 'Lower' Cognitive Powers as a 1LSR
the empirical intuition ... under the
conception, to furnish the determination [of an empirical object] for the
faculty of judgment.'
Kant
defines reason in a deceptively similar way, as 'the faculty of inferring, i.e., judging mediately' [Kt1:386; s.a.
Kt14:59(93)]. Rational inference, or 'syllogism',[11] refers to the subjective
function whereby certain universal conditions are determined to apply to an
object of judgment which cannot be discovered through judgment alone
[Kt1:360-1]. 'Concepts of understanding', he explains, 'first provide the
material for making inferences' [366-7]; judgment, which now 'mediates between
the other two faculties' [Kt7i:202], serves as the form (+) under which such
conceptual material (-) is subsumed in order to be synthesized in an inference
(x) [Kt1:360-1]. Thus, for Kant 'a syllogism shows in its conclusion something
more than the activity of the understanding and judgment required by the
premises, viz., a further particular
activity belonging to reason' [K2:345(Z1:112)]. The synthetic relation between
these three higher stages is depicted in Figure VII.2. Kant summarizes the
synthetic relation between these three faculties in Kt39:472(171): 'Under-

Figure VII.2:
The 'Higher' Cognitive Powers as a 1LSR
standing is the knowledge of the universal.
Judgment is the application of the universal to the particular. Reason is the
faculty of perceiving the union of the universal with the particular.'
Because
the role of sensibility drops out in this fourth stage [Kt1:363; cf. R11:65],
inferential reason, as we shall see, often tends to be employed speculatively.
This occurs when the understanding adopts sensibility's transcendental
perspective, rather than the logical or empirical perspectives which properly
belong to it; as Kant puts it in Kt1:345, 'employing the understanding
transcendentally' is 'contrary to its vocation'. But in their proper employment,
the objects ultimately determined through inference 'serve only for the
completion of reason's empirical perspective' [Kt1:593; cf. 714]-i.e., only to
complete our systematic understanding of the nature of empirical objects. As we
shall see in VIII.3.B and Appendix IX, the fourth stage in each of Kant's
systems functions in this same way, revealing the ultimate fulfillment or purpose of what might already seem to be
complete at the end of stage three.
The
most comprehensive way of mapping the stages of systemt, however, is
not to isolate sets of three which form simple syntheses, but rather to include
the relations between all four, in the form of a 2LAR.[12] By doing so, the
four stages in systemt can be correlated on a one-to-one basis with the
four perspectives mapped onto Figure IV.2. Each of these perspectives has as
its task the defense of one type of synthetic a priori (and in this broader
sense, transcendental) condition for knowing, as shown in the following table:
Table VII.1: Basic Perspectival Relations in Systemt

Each of the conditions of knowing (i.e.,
'transcendental forms') listed above serves as the formal element in its respective stage, so in each case it will appear
as the second step in that stage [see III.4 and Kt19:389-92]. The focal point in each stage, therefore,
will be the task of determining rationally 'how an empty form acquires the content which fills it', rather than merely
observing empirically (as in a non-Copernican philosophy, such as
Aristotle's) 'how a given content
acquires its form' [G10:92n]. When that content fills the form, the empirical
goal of the stage is reached, just as in the example of representation, given
above. This means each stage will start with a kind of transcendental 'object'
(or matter), proceed from there to a transcendental 'subject' (or form), and
conclude with an empirical synthesis of the preceding two elements.
One
way of mapping these stages onto the cross is to regard them as arising out of
two 1LARs: between the axes,
representing the receptive (-) faculties of intuitive sensibility and
determinate judgment and the spontaneous (+) faculties of conceptual
understanding and inferential reason; and between the end points of each axis, representing the abstract (-) faculties of
sensibility and understanding and the concrete (+) faculties of judgment and
reason. This gives us the model shown in Figure VII.3.
We can now see that the synthetic relation
mapped in Figure VII.1 attended only to the first term in the two-term
components describing sensibility and understanding. Likewise, Figure VII.2
made use only of the second term in the corresponding two-term components
specified in Figure VII.3. Moreover, the close affinity, as well as the marked
distinction, Kant saw between the Analytic of Concepts (conceptual
understanding) and the Analytic of Principles (determinate judgment) [see note
VII.8] is reflected by the fact that these two stages are represented in Figure
VII.3 by the two secondary, or mixed components, while stages one and four are
represented by the two pri-

Figure VII.3: The Four Stages in Systemt
mary, or pure components. (Kant's important distinction
between the 'logical' and 'real' employments of the understanding refers to
the contradictory, i.e., +- vs. -+, relation between these two stages.)
Keeping
in mind this description of the formal relations between the four main stages
of systemt will help us to steer a straight course through the rough waters of
Kant's terminology. In VII.2 we will examine the six steps which constitute the
first two stages of this system, the stages dealing with intuition and
conception in abstraction from each other; and in VII.3 we will examine the
third and fourth stages, which deal with our concrete judgment and reasoning
concerning real objects of empirical knowledge. Once this arduous task is
completed, we will be in a position in VII.4 to look back over our exposition
in order to determine the extent to which the interpretive tools given in Parts
One and Two have enabled us to discern order in the actual content of systemt.
2.
The Abstract Conditions of Knowing (-)
A. Intuitive Sensibility (--)
Kant's
exceedingly broad understanding of terms such as 'representation' and
'understanding' makes it necessary for him to introduce other terms to describe
both the objective and the subjective elements which operate at each particular
step of systemt. Since we have already considered at length in Part Two several of the
most important of these more specific terms, I will assume with only brief
reminders that their meanings are already sufficiently understood. Two such
terms come up in the first step of Kant's twelvefold progression.
We
saw in VI.2 that 'thing in itself' is a label for that aspect of an object of
knowledge which transcends our modes of representation, and is therefore
unknowable [s.a. Ap. V]. Since it does not have the status of a formal condition
of knowledge [see notes VI.12,17], it cannot be correlated with any of the
components listed in Table III.5 (though we can label it with a neutral
component, 0). When considered as determined only to the extent of being
represented by a subject through an 'original' act of representation, the thing
in itself can be called the 'transcendental object'.[13] This first
representation of reality in the form of an undetermined object is entirely
negative with respect to our knowledge, so it is appropriate that this
material (-) step in the sensibility (--) stage is correlated with the purely
negative component, ---.[14]
Although
he uses phrases such as 'original representation' and 'immediate
representation' only occasionally [e.g., Kt1:40,41], Kant seems to regard this
condition as a necessary starting point. For he frequently uses 'original' in
close proximity to 'representation', usually when referring to the original
(i.e., non-empirical [Kt1:72]) representations of space [40] and time [48], in
contrast to the 'original apperception' in which the second stage culminates
[see e.g., A107]. He also speaks in Kt1:A99-100 of the 'original receptivity'
through which the representations of sensibility become possible. Here 'original'
indicates the bare fact that a thing must first of all be represented as an
object in order for us to know it empirically [33; s.a. W6:297]. Indeed, intuition
itself is 'possible only if the subject's faculty of representation is affected
by that object' [Kt1:72], yet this 'transcendental object remains unknown to
us' except, as we shall see, through the mediation of the 'forms of our sensible
intuition' [63]. Moreover, in Kt10:64(71) he calls representation 'the first
degree of cognition', thus suggesting its role as the first step in systemt. Using the
method suggested in VII.1, we can now summarize step one as:
![]()
The
next step maintains that the transcendental object must be represented as an
'appearance' through the process Kant calls 'intuition'. Once again, the
meaning of the third term of this argument was fully explained in VI.2, where
we referred to it, when viewed from the transcendental perspective of systemt (i.e.,
sensibility), as a 'transcendental appearance'; but the role of intuition as the 'form of appearances'
[Kt1:223; s.a. 323-4] has yet to be explained. This process of intuition is
neither an imaginative activity nor a capacity for 'mystical insight'
[R7:240-5], but the function whereby the undetermined object is interpreted by
the subject as a mass of unorganized representations called the 'manifold [Mannigfaltige]' (i.e., 'multiplicity' or
'variety'). Once the original given, the transcendental object, is intuited [Kt1:
A394], so that it has the formal (+) limits of sensibility (--) imposed upon
it, it becomes a manifold of appearances (--+) and can serve as 'the data for a
possible experience' [A119,298]. 'Possible experience' is Kant's way of
referring to immediate experience [see IV.1] as viewed from the theoretical
standpoint. But another formal limit, as we shall see, must be imposed by the
understanding in the second stage [A119] before the contents of this possible
experience can become 'data for a possible knowledge' [296]. Kant holds these
formal limits to be 'concepts which are of two quite different kinds ...,
namely, the concepts of space and time as forms of sensibility, and the categories
as concepts of understanding' [118]. The former, as given here in stage one,
are the source of our immediate 'awareness of individual entities', while the
latter, to be given in stage two, are the source of our awareness of their
general nature, as mediated through thinking.[15]
The
manifold of appearances is sensible only when it appears in the context of
space and/or time-i.e., only when these intuitive 'forms of sensibility'
[Kt1:522] are applied to it. (Since this is 'the only kind of intuition we possess'
[302], Kant calls a (transcendental) appearance 'the undetermined object of an
empirical [or 'sensible'] intuition' [34].) Kant says: 'The faculty of sensible
intuition is strictly only a receptivity, a capacity of being affected in a
certain manner with representations, the relation of which to one another is a
pure intuition of space and time' [522]. Thus time and space, the two pure
forms of all human intuition, 'come before appearances and before all data of
experience, and are indeed what make the latter at all possible.'[16]
Kant
proposes two ways in which this sensible intuition can be manifested in the
human subject: through 'inner sense' (i.e., the soul) and through 'outer sense'
(i.e., the body).[17] He proposes:
Space is nothing but the form
of all appearances of outer sense. It is the subjective condition of
sensibility [Kt1:42].
Time is nothing but the form
of inner sense, that is, of the intuition of ourselves and of our inner state
[49].
Time is the formal a priori condition of all appearances
whatsoever [50].
This means all objects which appear to the
inner sense-i.e., 'the sum of all representations' [220]-are intuited in the
context of time, while both time and space are required for an object to appear
to outer sense.[18] 'Time and space,
taken together, are the pure forms of all sensible intuition, and so are what
make a priori synthetic propositions
possible' [55-6].
Because
the pure intuitions of time and space are not forms 'inhering in things in
themselves as their intrinsic property' [Kt1:45], but exist 'only in us',[19] they cannot
claim 'absolute reality'.[20] As Kant
explains, 'these a priori sources of
knowledge, being merely conditions of our sensibility, just by this very fact
determine their own limits, namely, that they apply to objects only in so far
as objects are viewed as appearances, and do not present things as they are in
themselves' [56; cf. A9:320]. This limiting function explains why such
spatio-temporal intuition is the core element in the transcendental perspective of systemt. Pure
spatio-temporal intuition fulfills the transcendental function of enabling the
representations of the first step, which could otherwise be regarded only in
terms of the transcendental object, to be represented as a manifold of appearances
here in the second step. That is:
![]()
This
second condition not only determines the intuitive form of sensibility, but also enables the matter provided by the transcendental object to be revealed in the
appearances; for as Kant says, 'appearances contain in addition to intuition
the matter for some object in general [i.e., for the transcendental object]'
[Kt1:207]. The third condition of sensibility (--), therefore, must be to
actualize these formal (+) and material (-) conditions in a synthetic unity
(x); that is, the appearances, or sensible
intuitions must actually be sensed,
thus representing the manifold of appearances as a discrete sensation.[21] This process
can be summarized as:
![]()
Kant
does not devote much attention to this third step in his argument, perhaps
because its conclusion is so obvious.[22] It is important
to point out, however, that the sensations in this third step, as viewed here
from the transcendental perspective, are not sensations as we actually
experience them, but refer only to the level of determination of the object
produced by the faculty of sensation in abstraction from the understanding.
(Kant does sometimes view sensibility empirically, in an active sense-as, for
example, when he says 'inner sense presents to me ...' [Kt1:321]. But when
viewed transcendentally, sensibility is the purely passive capacity for
receiving objects, some of which will eventually help constitute knowledge.)
This third step completes the sensibility stage of systemt and establishes
sensation as 'the material of sensible knowledge'.[23] Of course, those
sensations which are never conceptualized in such a way as to produce possible
knowledge will never become conscious [C1:1.352-5]. Inasmuch as unconscious
sensations are not epistemologically interesting, Kant ignores them and
concentrates instead on those destined to help make up empirical knowledge
[Kt1:A111].
B. Conceptual Understanding (+-)
As
mentioned in VII.1, the aim of the understanding in the second stage is to
provide the abstract conceptual form for the abstract matter presented to it by
sensibility. This does not mean 'All
intuitional process is conceptually controlled' [E3:89e.a.], but that in order
to produce empirical knowledge, such
material processes must submit to the formal 'control' of conceptual processes.
In Kt1:A94 Kant lists three 'conditions for the possibility of experience',
which must hold true in order for thoughts to arise out of a manifold of
appearances : '(1) the synopsis of
the manifold a priori through sense;
(2) the synthesis of the manifold
through imagination; finally (3) the unity
of this synthesis through original apperception' [s.a. 104,A115]. He then reminds
us that the Aesthetic (i.e., the first stage) culminates in the first of these
conditions, sensation [A94-5]. The second stage, as expounded in the Analytic
of Concepts, now assumes the logical
perspective (+-), which culminates in the formation of self-conscious thought;
therefore, the other two conditions listed in Kt1:A94 should function as two of
the steps in this second stage.
Kant's
account of the fourth step of systemt is somewhat
muddled by his use of several terms in very similar ways with no clear
explanation of their relationship. In particular, the terms 'imagination',
'perception' and 'apprehension' are easily confused, because they all take
part in the function of synthesis,
which Kant regards as the 'first application' of the understanding to
sensibility [Kt1:152], and which he defines as 'the act of putting different
representations together, and of grasping what is manifold in them in one [act
of] knowledge.... Synthesis of a manifold ... is what first gives rise to knowledge'
[103]. 'The understanding does not', according to Kant, 'find in inner sense
such a combination of the manifold, but produces
it, in that it affects that sense.'[24] This 'synthetic
influence of the understanding upon inner sense' is what Kant ordinarily refers
to as 'the transcendental act of imagination' [154]. In itself, apart from the
illumination provided by the fifth and sixth conditions as they 'bring this
synthesis to concepts', the
imagination is 'a blind but indispensable function of the soul, without which
we should have no knowledge whatsoever, but of which we are scarcely ever
conscious' [103]; it simply 'connects the manifold of sensible intuition'
[164] in such a way as to form an inner image of the sensations involved.[25]
This
application of imagination to sensations results in a conscious 'association of representations',[26] which Kant calls
perception [Kt1:160,164]. Perception
is the act in which appearances are 'combined with consciousness' [A119-20]
to produce 'objects of perception' [207]; it 'contains sensation' as its
'matter' [208-9]. Accordingly, a perception can be described as a 'representation
accompanied by sensation' [147], as long as it is a 'sensation of which we are
conscious' [272]. In short: 'Perception is ... a consciousness in which
sensation is to be found' [207; cf. Kt22:217]. Since this consciousness, which
forms sensations into perceptions, arises only through the synthesis of
imagination, 'perception' can be thought of as a general description of the
whole process (i.e., the four steps) leading up to and including this
synthesis. Kant suggests this when he describes the entire second stage as that
in which 'our faculty of knowledge ... advances from particular perceptions to
universal concepts' [Kt1:118; cf. Kt7i:203n]. As the material (-) step in the
second stage (+-), perceptions can therefore be correlated with the +--
component in Figure III.6 [s.a. Table III.5].
An
accurate summary of the complexities of this fourth condition would have to
take into account Kant's variety of expression [see Ap. VII.E], which would be
too cumbersome for our purposes. Instead, we need only express the essential
function of this 'first principle of the human understanding' [Kt1: 139; s.a.
152] in stage two:
![]()
No matter which terms we use to describe it,
this fourth step serves, by means of a transcendental synthesis, to 'bring the
manifold of intuition on the one side into connection with the condition of the
necessary unity of pure apperception on the other' [Kt1:A124; s.a.164].
Apperception,
however, does not follow synthesis immediately in systemt (i.e., it does
not function as the form to be imposed upon the perceptions represented in
the material step); rather this function is fulfilled by the 'pure concepts of
the understanding' (i.e., the 'categories')
[see e.g., Kt1:A119], while apperception, as we shall see, acts as the
synthetic condition of stage two.[27] For 'our
understanding ... can produce a priori unity
of apperception solely by means of
the categories' [145e.a.]; indeed, such 'transcendental unity ... is thought in
the categories' [151]. The categories, as 'the conditions of the necessary
unity of apperception', and not apperception itself, can be regarded therefore
as doing for stage two what 'the formal conditions of space and time' do for
stage one [A110e.a.; s.a. A111,136]. Whereas 'the categories contain, from the
perspective of the understanding, the grounds of the possibility of all
experience in general' [167], space and time contain the grounds for the same
possibility, from the perspective of sensibility. Since Kant believes 'All
synthesis ... is subject to the categories' [161], he describes the latter as
categories of synthesis, to which the
object as given in step four, that is 'perception, must completely conform'
[162], and which as such prepare the way for the unity of apperception in step
six. 'Consequently, all possible perceptions ... must be subject to the
categories' [164-5].
Whereas
the second condition of the first stage gave rise to objects of intuition (i.e., appearances), that of
the second stage gives rise to objects of thought or conception (i.e., concepts). Kant defines thought rather loosely as
'knowledge by means of concepts' [Kt1:94], but more precisely as 'the act which
relates given intuition to an object' [304]. In Kt1:A124 he explains that
'concepts ... are brought into play through the relation of the manifold to the
unity of apperception', thus implying that they arise out of the application
of categories to conscious perceptions here in step five. The connection
between the concepts produced by this activity of 'categorial conception'[28] and the
categories through which this task is achieved is frequently made explicit, as
when Kant refers to the categories as 'forms of thought' [e.g., 150, 289,305]
(as opposed to space and time as 'forms of intuition'[29]), or as 'the
pure form of the conceptual perspective on objects in general' [305]. As such,
categories are 'concepts of objects in general' [K2:11.301(Z1:183); s.a. Kt1:
158], which suggests a correlation between the intuitive determination of the
transcendental object in stage one and its conceptual manifestation in stage
two [see Ap. VII.B]. Since the categories function as 'the law of the synthetic
unity of all appearances' [A128], a concept produced by such conception 'is
always, as regards its form, something universal which serves as a rule.'[30]
Kant
often stresses the necessary, reciprocal relationship between intuition and
conception: 'Now there are two conditions under which alone the knowledge of an
object is possible, first, intuition,
through which it is given, though only as appearance; secondly, concept[ion], through which an object is
thought corresponding to this intuition' [Kt1:125; see also Kt69:325; K2:
11.302(Z1:184)]. Just as intuitions are intelligible only when related to concepts,
so also concepts are objectively valid only if they are related to intuitions
via perception [Kt1:272]. Even though in experience these two are always
combined, Kant believes that, by theoretically abstracting from the particular
content of all perceptions and examining their general content [A245], he can compile a complete list of all the a
priori categories of pure understanding.[31] Moreover, as we
saw in III.3, there is a sense in which the twelve categories correspond
directly to the twelve steps in systemt-a correspondence
which Kant himself begins to elaborate in Kt1:742-3 when he says quantities
(--) can be 'exhibited a priori in
intuition', while qualities (+-) can be known 'only through concepts'. In any
case, our need to abstract from
experience in order to arrive at the categories [Kt1:165] does not contradict
the fact that they function in systemt as 'independent
cognitive acts' [R11:89]. For as Wallace says: 'The pure or abstract categories
have their home in logic' [W5:171]-i.e., in the logical perspective of systemt. So we can summarize
the general function[32] of this formal
(+) step in the logical perspective (+-) of systemt as:
![]()
Even though Kant establishes the categories by abstracting all sensibility from experience, he is careful to remind us that 'the categories, in themselves mere forms of thought, obtain objective reality' only when they are applied 'to objects which can be given us in intuition' [Kt1:150-1]. That is, since 'the categories are not in themselves knowledge, but are mere forms of thought for the making of knowledge from given intuitions', it follows that 'no synthetic proposition can be made from mere categories' [288-9]-in themselves they define the formal character of the logical perspective in systemt. So, although in the second stage Ka