Lecture notes for reading: Stanford Enclyclopedia of Philosophy
'Aristotle' §§1-5, First published Thu Sep 25, 2008: substantive
revision Tue Aug 25, 2020
These notes were produced by cutting and pasting the text from the
article, then turning that into lecture notes. There are passages
remaining that are verbatim from that article, but it has been
condensed and turned into outline form so we can review it
efficiently in class. Cluttering up the notes with quotation marks
every time the exact wording of the article is retained would be
counter-productive because it would reduce clarity. Know therefore
that there is a fair lot of verbatim language below from the
article.
- Aristotle
- Born 384, died 322 B.C.E.
- Wrote up to 200 treatises: only 31 have survived to our
time.
- Not all works handed down to us in Aristotle's name are
genuinely by Aristotle
- Some are not (called 'spurious')
- Some we are not sure about (called 'dubious')
- So many philosophers and others have used Aristotle's
material in their own work that it is hard to find any area of
his thought which is not controversial in its interpretation.
- This class will often present only one interpretation: the
wise student will be aware that there are other
interpretations.
- But the wise student will also realize that presenting
multiple interpretations and controversies is confusing for
those who are encountering Aristotle for the first time in
any detail.
- The Stanford Encyclopedia deals with the problem by
presenting three ways to approach Aristotle:
- A general article, the first 5 sections of which we
cover here.
- General Topics Articles
- Special Topics Articles
- Any time you want to get a good introduction to a topic
in Aristotle, turn to the Stanford Encyclopedia first.
- §1 Life
- BORN in Stagira in 384 BCE: hence his nickname, "the
Stagirite."
- Stagira is on the three-fingered peninsula called the
"Chalcidice" in ancient Macedonia, in today's northeastern
Greece: Wikipedia
article on ancient Stagira
- Went to Athens ~367 to study with Plato.
- Stayed in Plato's Academy 20 years, until Plato's
death in 347.
- Went to Assos,
Turkey, for 3 years, probably doing marine biology.
- Moved to Lesbos for 2 years, with Theophrastus (his best
known pupil)
- Married Pythias, the niece of Hermeias (his host in Assos):
had a daughter, Pythias.
- 343 went to Pella, Macedonia, to tutor King Philip's son
Alexander (the future Great): nothing known about that.
2-8 years.
- 335 returned to Athens, set up his learned institution, the
Lyceum. There was a covered portico there, where
teachers and students probably walked around (hence the
nickname of all Aristotelians "Peripatetics" [from peri "around" + pate "walk"])
- subjects studied in the Lyceum included:
- botany, biology, logic, music, mathematics, astronomy,
medicine, cosmology, physics, the history of philosophy,
metaphysics, psychology, ethics, theology, rhetoric,
political history, government and political theory,
rhetoric, and the arts.
- The Lyceum also collected manuscripts: possibly first
great ancient library.
- Wife Pythias died: took up with Herpyllis, perhaps his
slave, perhaps free, perhaps married her before he died. Had
a child with her named after Aristotle's grandfather
Nicomachus (hence the title of the Nicomachean Ethics).
- 323 left Athens: Athens and Macedonia had tense relations.
- Reportedly said he saw no reason to allow Athens to sin
twice against philosophy.
- 322 died in Chalcis, a town on the island Euboea.
- §2 The Aristotelian Corpus: Character and Primary
Divisions
- Difficulties:
- Technical Vocabulary
- Sentences not always easy
- Treatises often seem to be a jumble of chapters only
loosely connected.
- Sometimes the jumble is so haphazard that we wonder if
Aristotle intended certain "treatises" to form any sort of
unity.
- A note: Aristotle's works are often divided into Books
and Chapters. What are called "Books" are really more like
what we currently call "Chapters" and what are called
"Chapters" are really more like what we would call
"Sections."
- Sometimes it seems that a work has more than one
beginning/introduction, because two or more chapters of it
read like the beginning of a work. Possibly they were
independent beginnings, but later got juxtaposed anyway.
- Upshot of it all: Aristotle is an acquired taste. Like
cold water, you have to get used to him.
- But no less a connaisseur of writing than Cicero
proclaimed that Aristotle's prose was a "flowing river of
gold" (Ac. Pr. 38.119, cf. Top. 1.3, De or. 1.2.49)
- Cicero was referring to the 'published' works of
Aristotle that are now lost, not the writings we
have by Aristotle: some were dialogues.
- What we have are lecture notes and drafts, in-house
compilations intended not for a general audience but for an
inner circle of auditors: they were not 'published.'
- Classification of Aristotle's works
- Aristotle calls each branch of learning a "Science"
(episteme)
- There are theoretical sciences and practical
sciences and productive sciences: (Top.
145a15–16; Phys. 192b8–12; DC 298a27–32, DA 403a27–b2;
Met. 1025b25, 1026a18–19, 1064a16–19, b1–3; EN 1139a26–28,
1141b29–32: see below for explanation of these standard
ways to refer to Aristotle's works).
- theoretical: knowledge for its own sake
- practical: personal and societal conduct and goodness
- productive: aims at creation of beautiful or useful
objects
- Theoretical Sciences
- First philosophy (aka metaphysics)
- Mathematics
- Physics (aka natural philosophy)
- nature of the universe: theoretical rather than
empirical for Aristotle
- causal explanation
- the unmoved mover which is the first and final cause
of all motion
- Sampling of sorts of topics:
- the infinite
- time
- motion
- place
- Physics also includes special sciences
- biology
- botany
- astronomy
- perhaps psychology (but that might be part of
practical science)
- Practical Sciences
- Politics
- Ethics
- note that ethics and politics are, for Aristotle, not
separate disciplines, but rather simply the 'science' of
being a good human applied to a smaller and a larger
scale
- Productive Sciences
- Rhetoric
- Poetics
- crafts
- medicine
- music
- theatre
- What about logic?
- Aristotle was the first to investigate formal logic and
valid inference as such.
- It fits into no science, but includes the correct
principles of argument which every science uses.
- He was not only interested in valid inference but also
invalid (fallacious) reasoning.
- Works concerning logic, category theory, propositions and
terms, structure of sciences, and basic epistemology were
grouped together and called the Organon ("Tool") by Medieval
philosophers.
- Aristotle's works classified:
- Organon
- Categories (Cat.)
- De Interpretatione (DI) [On Interpretation]
- Prior Analytics (APr)
- Posterior Analytics (APo)
- Topics (Top.)
- Sophistical Refutations (SE)
- Theoretical Sciences
- Physics (Phys.)
- Generation and Corruption (Gen. et Corr.)
- De Caelo (DC) [On the Heavens]
- Metaphysics (Met.)
- De Anima (DA) [On the Soul]
- Parva Naturalia (PN) [Brief Natural Treatises]
- History of Animals (HA)
- Parts of Animals (PA)
- Movement of Animals (MA)
- Meteorology (Meteor.)
- Progression of Animals (IA)
- Generation of Animals (GA)
- Practical Sciences
- Nicomachean Ethics (EN)
- Eudemian Ethics (EE)
- Magna Moralia (MM) [Great Ethics]
- Politics (Pol.)
- Productive Science
- Rhetoric (Rhet.)
- Poetics (Poet.)
The titles in this list are those in most common use today in
English-language scholarship, followed by standard abbreviations in
parentheses. For no discernible reason, Latin titles are customarily
employed in some cases, English in others. Where Latin titles are in
general use, English equivalents are given in square brackets.
- §3. Phainomena and the Endoxic Method
- Aristotle's basic approach is to treat our senses and
cognitive faculties as dependable guides to the world.
- Unlike Descartes, he spends little initial time subjecting
everything to systematic doubt.
- Thus in any given area, Aristotle's method is:
- first determine how things appear
- phainomena: what our senses and thoughts tell us
- endoxa: received opinion, what the supposed
experts say, what most people say
- then he considers whether any aporiai (puzzles) arise from
appearances
- Aristotle sometimes spends a long time talking about the
puzzles that arise
- this stage can be confusing if you don't know that he is
deliberately trying to raise puzzles.
- then he goes to work on (his own?) solutions, or maybe
just the best ideas that occur to him at the time
- then he often starts up again with phainomena,
endoxa, aporiai, and solutions
- it's cyclical, and you have to know where you are in the
cycle to know whether he is just explaining the lay of the
land and where the problems lie or is actually saying what
he thinks are good answers
- it seems to me that he is less dogmatic than many people
have thought historically
“Human beings began to do
philosophy,” he says,
“even as they do now, because of wonder, at first because they
wondered about the strange things right in front of them, and then
later, advancing little by little, because they came to find
greater things puzzling” (Met. 982b12).
"As in other cases, we must set
out the appearances (phainomena) and run through all the puzzles
regarding them. In this way we must prove the credible opinions
(endoxa) about these sorts of experiences—ideally, all the
credible opinions, but if not all, then most of them, those which
are the most important. For if the objections are answered and the
credible opinions remain, we shall have an adequate proof."
(EN vii 1, 1145b2–7)
- Aristotle is no slave to phainomena and endoxa: he tosses
them whenever it becomes clear that he must (Met. 1073b36,
1074b6; PA 644b5; EN 1145b2–30).
- But he prefers to "save the phainomena" (a sort of
rallying cry).
- He has found that phainomena tend to track truth.
- Senses generally work and only occasionally deceive, but
not systematically.
- So which phainomena do you reject when there is
disagreement?
- Aristotle's next guide is endoxa (received opinion,
entrenched belief, common beliefs, etc.)
- Endoxa
- Aristotle is not simply respecting his elders and
predecessors: he does think we should do that, but there's
more to it.
- He notices that how you formulate a puzzle or a
phainomenon has an effect on whether you can find a
solution. This is a way in which received opinion can help
us.
- We simultaneously question and respect our predecessors.
- An example: time in Physics
IV 10-14
- phainomena:
- we think time exists
- or at least that time passes
- it seems unidirectional
- it seems irrecoverable once passed
- puzzle
- endoxa and further puzzles (aporiai)
- philosophers have raised many puzzles about time
- if time is past + present + future, someone will
object and say that time exists, but past and future
do not: only the present exists, says the objector:
thus time cannot be past+present+future
- we might reply: time is what did exist, exists now,
and will exist
- but the objector might say many things did, do,
and will exist: that does not make them time: they
exist IN time, but are not themselves time
- so what IS time?
- also, to say that time is what did exist is to say
that time is what existed at an earlier time,
and so our account seems circular: we cannot explain
time in terms of time
- another puzzle: is the present always the same or
does it change?
- if it remains the same, then the current present
is the same as that of yesteryear, but that seems
absurd
- if it changes, then no two presents are the same,
in which case they come into and out of existence.
But, one might ask, when do they come into
and out of existence? either at the same time as the
present came into existence or at some time after the
present came into existence, in which case two
presents co-existed...
- these aporiai and endoxa are helpful, even if confusing:
- they get us to thinking carefully about relevant
issues and about what is relevant
- duration, divisibility, quanta and continua,
categorial questions
- if time exists, what SORT of thing is it?
- does it exist absolutely or dependently?
- is it like surface, which cannot exist without a
thing to be surface of?
- we also begin to tease out the assumptions of the
puzzles and endoxa
- For Aristotle's view of what time is, we'll have to wait
until later: the point is that this method of his is
useful and also it will help you to read him: you will
understand what he is doing better.
- SO there is a phenomena- and opinion- gathering stage, a
puzzle (aporiai) stage, and a solutions stage to
his writings: all three are not always present, but often
they are.
- §4. Logic, Science, and Dialectic
- Science requires a certain sort of starting point: it
requires premises which are necessary and known to be
necessary.
- That makes "science" a technical term for Aristotle
- Dialectic is what we do when we are not sure if our
premises are necessary.
- That does not mean dialectic is untrustworthy or
fruitless: on the contrary, it seems to Aristotle that we
often reason about things even though we are unsure of our
premises.
- And dialectic still must obey the principles of logic
- Logic
- Aristotle developed a theory of the syllogism as well as
modal syllogism and some meta-logical theory.
- Aristotle knew he was innovating here and,
uncharacteristically, expressed his pride in this
accomplishment:
Once you have surveyed our work,
if it seems to you that our system has developed adequately in
comparison with other treatments arising from the tradition to
date—bearing in mind how things were at the beginning of our
inquiry—it falls to you, our students, to be indulgent with
respect to any omissions in our system, and to feel a great debt
of gratitude for the discoveries it contains. (Soph. Ref.
184b2–8)
- Aristotle's logic is a small fraction of modern logic, but
it was so impressive that Kant could say:
‘That from the earliest times
logic has traveled a secure course can be seen from the fact that
since the time of Aristotle it has not had to go a single step
backwards…What is further remarkable about logic is that until now
it has also been unable to take a single step forward, and
therefore seems to all appearance to be finished and complete’
(Critique of Pure Reason B vii).
- Basically, much of Aristotelian syllogistic is
captured by Venn diagrams: we will look at details later.
- Begin from the notion of deduction: 'an argument in which when
certain things are laid down something else follows of
necessity in virtue of their being so’ (APr.
24b18–20).
- In general, a deduction is the sort of argument whose
structure guarantees its validity, irrespective of the truth
or falsity of its premises.
- Consider the following 'perfect deduction':
- All As are Bs.
- All Bs are Cs.
- Hence, all As are Cs.
- A, B, and C can be anything at all and still all As will
be Cs.
- No proof is needed of this deduction: any "proof" would
probably rely on intuition anyway.
- Starting from that 'perfect deduction,' Aristotle decided
that he could transform every other deduction either into a
deduction of this form or another similarly 'perfect
deduction.'
- Other deductive patterns:
- we can vary the premises and conclusions from "all Xs"
to "some Xs" as well as add in a "not" here or there. FYI,
these are often called universals, particulars, and
negations.
- if we do so, we come up with a large number of possible
statements (premises) and an even larger number of
combinations of statements
- and we can determine which of those are valid and which
are not.
- those which are not can be disproved by
counterexamples
- Consider
- All As are Bs
- this is a universal claim
- Some Bs are Cs
- this is a particular claim
- Therefore, all As are Cs
- All university students are literate; some
literate people read poetry; therefore all
university students read poetry
- It is obviously invalid
- after determining which are valid, Aristotle came up
with meta-theorems, which are, in simpler terms,
observations about the syllogisms:
- no valid deduction contains two negative premises
- a deduction with a negative conclusion must have a
negative premise
- a deduction with a univeral "all" in the conclusion
must have two universal premises
- a deduction with a negative conclusion must have only
one negative premise
- he proves some of the meta-theorems
- We will explore his logic in greater detail later.
- Science
- Logic is a tool
- Science uses the tool
- But Science is more than the tool:
- Science employs premises which are necessary and "better
known by nature" or "more intelligible by
nature"(APo. 71b33–72a25; Top. 141b3–14; Phys. 184a16–23).
- by this he means that they reveal mind-independent
reality
- I think we can understand it as follows: think of the
theory of relativity: hard to understand, but in terms
of truth, it is more knowable than the inadequate
theories that preceded it and certainly more adequate
than my limited understanding of space-time, etc. So it
is more knowable than what I currently think I know
about space-time, etc. even if what I currently 'know' is
easier and clearer, etc. than the theory of relativity.
That is because the theory of relativity is closer to
the truth, and the truth is fully and absolutely
knowable, whereas my own inadequate understanding of
space-time is not really knowable at all insofar as it
is inadequate and full of problems and errors, even if
it serves me 'well enough.'
- Science also not only includes facts about a certain
subject but arranges
them by priority: the less well known is explained
by the better known.
- For example: why do trees lose their leaves in Fall?
- one might claim that they do so because the wind
blows them down
- that is surely true
- but the wind blows at other times, just as hard,
and leaves do not fall
- so this is not a satisfactory explanation
- because diminished sunlight inhibits chlorophyll
production, and without the photosynthesis which
chlorophyll enables, trees go dormant, and going
dormant simply means that the structure that holds the
leaves on the trees is no longer maintained, and so
they fall off with a slight push from the wind.
- that is much more satisfactory
- the explanation is ordered properly too: the
failure to produce chlorophyll inhibits
photosynthesis, but the lack of photosynthesis does
not cause the failure to produce chlorophyll.
- Science also has as first premises (i.e. the
premises which start out the whole argument that is the
explanation of a science) things that are necessary:
We think we understand a thing
without qualification, and not in the sophistic, accidental way,
whenever we think we know the cause in virtue of which something
is—that it is the cause of that very thing—and also know that this
cannot be otherwise. Clearly, knowledge (epistêmê) is something of
this sort. After all, both those with knowledge and those without
it suppose that this is so—although only those with knowledge are
actually in this condition. Hence, whatever is known without
qualification cannot be otherwise. (APo 71b9–16; cf. APo
71b33–72a5; Top. 141b3–14, Phys. 184a10–23; Met. 1029b3–13)
- The name which Aristotle gives to these explanatorily
basic arguments of Science which go back to first premises
which are necessary is "Demonstrations" (Greek apodeixis).
- "a demonstration is a deduction with premises
revealing the causal structures of the world, set
forth so as to capture what is necessary and to reveal
what is better known and more intelligible by nature"
(APo 71b33–72a5, Phys. 184a16–23, EN 1095b2–4).
- BUT how does demonstration begin?
- If we continually seek the premises which prove every
claim in a science, we will eventually do one of two
things:
- hit the bottom, a "stop," beyond which we cannot go
- or go in a circle and re-use some premise we have
used before, which would be circular...
- Aristotle says:
Some people think that since
knowledge obtained via demonstration requires the knowledge of
primary things, there is no knowledge. Others think that there is
knowledge and that all knowledge is demonstrable. Neither of these
views is either true or necessary. The first group, those
supposing that there is no knowledge at all, contend that we are
confronted with an infinite regress. They contend that we cannot
know posterior things because of prior things if none of the prior
things is primary. Here what they contend is correct: it is indeed
impossible to traverse an infinite series. Yet, they maintain, if
the regress comes to a halt, and there are first principles, they
will be unknowable, since surely there will be no demonstration of
first principles—given, as they maintain, that only what is
demonstrated can be known. But if it is not possible to know the
primary things, then neither can we know without qualification or
in any proper way the things derived from them. Rather, we can
know them instead only on the basis of a hypothesis, to wit, if
the primary things obtain, then so too do the things derived from
them. The other group agrees that knowledge results only from
demonstration, but believes that nothing stands in the way of
demonstration, since they admit circular and reciprocal
demonstration as possible. (APo. 72b5–21)
We contend that not all knowledge
is demonstrative: knowledge of the immediate premises is
indemonstrable. Indeed, the necessity here is apparent; for if it
is necessary to know the prior things, that is, those things from
which the demonstration is derived, and if eventually the regress
comes to a standstill, it is necessary that these immediate
premises be indemonstrable. (APo. 72b21–23)
...
- In Posterior Analytics ii 19, he describes the process
by which one might come to 'know' a primitive, a
principle: knowers move from perception to memory, and
from memory to experience (empeiria)—which is a fairly
technical term in this connection, reflecting the point at
which a single universal comes to take root in the
mind—and finally from experience to a grasp of first
principles. This final intellectual state Aristotle
characterizes as a kind of unmediated intellectual
apprehension (nous) of first principles (APo.
100a10-b6).
- This looks as if we pass from the contingent (whatever
we happen to notice about X) to the necessary (to be an
X, a thing must be ...).
- Perhaps Aristotle just thinks all sciences get their
first premises a
posteriori and that there is a sort of
necessity which works with that (I don't fully
understand what sort of necessity that might be).
- There is disagreement whether Aristotle is naive in his
faith in our ability to acquire true premises from the
evidence of our senses about the world or rather those who
think he is naive are themselves naive.
- Dialectic
- Dialectic, as described above, is reasoning without
necessary first premises
- Dialectic is analyzed in Topics.
- Uses:
- training our minds
- conversational exchange
- philosophical sciences
- dialectic helps to sort the endoxa, relegating some to
a disputed status while elevating others;
- it submits endoxa to cross-examination in order to
test their staying power; and, most notably, according
to Aristotle, dialectic puts us on the road to first
principles (Top. 100a18-b4).
- §5. Essentialism and Homonymy
- genuinely necessary features of reality are those captured
in the essence-specifying
definitions used in science
- By "essence" is meant those features of a natural
kind that all its instances have and that make each that
kind of thing.
- All humans, for example, are essentially rational
animals (says Aristotle).
- But some things all humans have are not what make them
human: humans generally have genetic coding for two legs,
two arms, two kidneys, etc., but humans are still human if
they have no arms and no legs. We can also survive with
only one kidney. But if we lack both kidneys, we will die.
And yet, our kidneys do not seem to do much to explain
what it is to be human.
- Aristotle wants an essence to specify the thing(s) that
all humans have that make us human, the ones that "run
explanatorily deep"
- Aristotle thinks that being rational is an essential property to
humans
- An essential trait can include others that are proper to
humans and not shared with other animals: because we are
rational, we are also capable of grammar
- hence grammaticality is called a proprium of
humans: all humans have it (potentially) and only humans
have
- laughing might also be a proprium of humans,
but it is not essential to humans and does not result
from the human essence of rationality
- but being capable of grammar is not the same thing as
being rational: Aristotle calls things that flow from
essential properties but are not identical to essential
properties propria
(proprium in
the singular).
- being rational is explanatorily
prior to the proprium being capable of
grammar.
- 'explanatorily prior': if x is explanatorily prior to
y, that means that x explains y, but y does not explain
x.
- for example, having chlorophyll and photosynthesizing:
having chlorophyll is explanatorily prior, because it
causes photosynthesizing, but photosynthesizing does not
cause having chlorophyll
- essential properties are explanatorily prior to propria.
- i.e. essential properties "run explanatorily deep"
- Science uses essential definitions as its first
principles.
- Aristotle is concerned about possible confusions:
- When I say "Joe and Susie are human," the term "human" is
the same thing for both Joe and Suzie, because they are both
human in the same way: Aristotle called such uses of a term
to mean the same thing in two cases "univocal."
- But when I say "Joe and Suzie are at the bank" (but Joe is
at the river bank and Suzie is at the Bank of America), the
term "bank" is multivocal
and its two non-overlapping references are homonymous.
- Technically put:
- a and b are univocally
F iff (i) a is F, (ii) b is F, and (iii) the accounts of
F-ness in ‘a is F’ and ‘b is F’ are the same.
- a and b are homonymously
F iff (i) a is F, (ii) b is F, (iii) the accounts of
F-ness in ‘a is F’ and ‘b is F’ do not completely overlap.
- The example of "banks" was harmless and clear. What about
"goodness"? Does it mean the same thing in "a good man," "a
good woman," " a good child," "a good dog," "a good knife,"
"a good effort," "a good singer," etc.? Aristotle thought it
did not, but Plato often seems to think "good" does mean the
same thing. Aristotle's analysis is that "goodness" is
multivocal and so the various ways to use "good" are
homonymous.
We had perhaps better consider the
universal good and run through the puzzles concerning what is
meant by it—even though this sort of investigation is unwelcome to
us, because those who introduced the Forms are friends of ours.
Yet presumably it would be the better course to destroy even what
is close to us, as something necessary for preserving the
truth—and all the more so, given that we are philosophers. For
though we love them both, piety bids us to honour the truth before
our friends. (EN 1096a11–16)
- Simple test for multivocity or univocity: if paraphrases
yield distinct, non-interchangeable accounts, then the
predicate is multivocal.
- Example:
- Socrates is good= Socrates is a virtuous person.
- Communism is good= Communism is a just social
system.
- After a light meal, crème brûlée is good= After a
light meal, crème brûlée is tasty and satisfying.
- Trying harder after one has failed is good= Trying
harder after one has failed is always edifying.
- We cannot interchange all of those paraphrases for
"good" and so the uses of "good" are multivocal.
- So why do we call them all "good"?
- Plato evidently thought that goodness had one meaning in
all those cases.
- Wittgenstein might claim that they are like members of a
family: each has a feature or two that make it
unmistakeably part of the family, but there is no single
set that they all share.
- Aristotle thinks that there is a middle road (in Latin,
a tertium quid).
- Some terms which are homonymous nevertheless exhibit a
sort of ordered homonymy. It is called
"core-dependent homonymy" or "focal meaning"
- Example:
- Socrates is healthy= Socrates has a sound mind
and body.
- Socrates’ exercise regimen is healthy=Socrates
exercise regimen is conducive to a sound body.
- Socrates’ complexion is healthy=Socrates'
complexion is indicative of a sound body.
- The paraphrase test says "healthy" is (somewhat)
homonymous in those three uses.
- But the first is the basic core meaning upon which
the second and third depend, each in a different
way.
- any account of each of the latter two
predications must allude to the first, whereas an
account of the first makes no reference to the
second or third in its account.
- "predication" was just used: in Aristotle,
a predicate/predication is roughly something that
fills in the end of the sentence "X is ____"
- Aristotle appeals to homonymy frequently, across a full
range of philosophical concepts including justice,
causation, love, life, sameness, goodness, and body.
- BEING
- At one point, Aristotle denies that there could be a
science of being, on the grounds that there is no single
genus being under which all and only beings fall (SE 11
172a9–15).
- Perhaps he thinks that it makes ready sense to speak
of a genus of being only if one can equally well speak
of a genus of non-being—just as among living beings
one can speak of the animals and the non-animals, viz.
the plant kingdom. Since there are no non-beings,
there accordingly can be no genus of non-being, and
so, ultimately, no genus of being either.
Consequently, since each science studies one essential
kind arrayed under a single genus, there can be no
science of being either.
- Elsewhere, Aristotle announces that there is
nonetheless a science of being qua being (Met. iv 4), first philosophy,
which takes as its subject matter beings insofar as they
are beings and thus considers all and only those
features pertaining to beings as such—to beings, that
is, not insofar as they are mathematical or physical or
human beings, but to all of those insofar as they are
beings, full stop.
- his recognition of this science evidently turns
crucially on his commitment to the core-dependent
homonymy of being itself.
- Socrates exists.
- Socrates’ location exists.
- Socrates’ weighing 73 kilos exists.
- Socrates’ being morose today exists.
- In the first one, "Socrates exists," Socrates is a
primary substance, the sort of thing whose existence
is at the core of being,
- The other three use "exists" in a different way, a
way that relies on the first one's use of "exist."
Socrates' location's existence depends on Socrates'
existence. Socrates' weight's existence depends on
SOcrates' existence, and Socrates' mood's existence
depends on Socrates' existence. More on being later.