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Is there such a thing as a completely private language (#94)? Does learning
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a language require learning a rule (#95)? Does learning a rule require
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learning a language (#96)? When there is translation, is there also interpretation
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(#97, #98)? If there are true statements that contain abstract objects,
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does that mean those abstract objects exist (#99)? Is mathematical Platonism
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the best way to explain mathematical knowledge (#100)?
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How to Use This Book
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Block quotations are provided to show how the argument is presented in
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the text.
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P1. Premises are marked β P. β
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P2. A premise is a statement that is either true or false and is given as evidence
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or a reason for accepting the conclusion; a conclusion is the statement
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that is argued for and supported by the premises.
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C1. Conclusions, of which there may be many, are marked with β C β
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and are indented. Conclusion indicators β for example, β therefore β
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and β hence β β have been omitted. The rule of inference or replacement
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is listed after deductive conclusions.
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In the boxed area that precedes the arguments, you will fi nd a reference
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list of original and secondary sources.
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Part I
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Philosophy of Religion
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1
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Aquinas β Five Ways
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Timothy J. Pawl
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St. Thomas Aquinas (1224/5 β 74) offered his Five Ways, or fi ve proofs for
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the existence of God, near the beginning of his magnum opus , the Summa
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theologiae (Part 1, Question 2, Article 3, the response). The Summa (ST),
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as it is often called, was written as a textbook for men in their priestly
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formation. It is well over 2,500 pages in a standard English translation from
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the Latin, but the Five Ways take up only slightly more than one page.
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All quotations from Aquinas are taken from Alfred Freddoso β s translation of
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the Summa theologiae , available online at www.nd.edu/ βΌ afreddos/summa -
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translation/TOC - part1.htm
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Baisnee , Jules . β St. Thomas Aquinas β s Proofs of the Existence of God
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Presented in Their Chronological Order , β in Philosophical Studies in
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Honor of the Very Reverend Ignatius Smith, O.P. , edited by John K.
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Ryan , 29 β 64 . Westminster : The Newman Press , 1952 .
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Bochenski , Joseph M. β The Five Ways , β in The Rationality of Theism , edited
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by Adolfo Garc Γ a de la Sienra , 61 β 92 . Atlanta, GA : Rodopi , 2000 .
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Kenny , Anthony . The Five Ways: Saint Thomas Aquinas β Proofs of God β s
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Existence . Oxford : Oxford University Press , 1969 .
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Pawl , Timothy . β The Five Ways , β in The Oxford Handbook of Thomas
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Aquinas , edited by Brian Davies and Eleonore Stump . Oxford : Oxford
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University Press , 2011 .
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Just the Arguments: 100 of the Most Important Arguments in Western Philosophy,
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First Edition. Edited by Michael Bruce and Steven Barbone.
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Β© 2011 Blackwell Publishing Ltd. Published 2011 by Blackwell Publishing Ltd.
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10 Timothy J. Pawl
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Nevertheless, they are almost assuredly the most commented on section of
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the Summa and some of the most well - known arguments for the existence
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of God.
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One should note that while each Way concludes with some variation of
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β and this we call God, β Aquinas did not intend the Five Ways to be demonstrations
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of a uniquely Christian God. In fact, he warns against attempts
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to prove, for instance, that God is triune (three persons but one being, as
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Christians affi rm), since such arguments, he explains, will fall short and
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lead unbelievers to scoff (see his Summa contra gentiles , Book 1, Chapter
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9, paragraph 2). Furthermore, Aquinas did not take the Five Ways to show
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that this thing we call β God β is perfect, good, immutable, eternal, powerful,
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knowledgeable, or even that there is just one such thing. As a consequence,
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some common criticisms of the Ways β for instance, that they do not demonstrate
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an omnipotent being β clearly miss the mark. Aquinas goes on later
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to devote many pages to whether the thing we call β God β in the Five Ways
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is omnipotent. And the same is true for the other abovementioned attributes.
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Rather, Aquinas β intent in the Five Ways is to show that there is something -
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or - other that, for instance, causes things but is itself uncaused, or something
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that is necessary and does not have that necessary existence from another.
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In fact, he does not argue that the Five Ways conclude to the same thing
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β rather than fi ve different things β until later in the Summa (Part 1,
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Question 11, Article 3, the response).
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Finally, it is important to note that while the Five Ways are Aquinas β
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most often cited arguments for the existence of God, they are not his most
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detailed or nuanced. The Summa , as said above, is a textbook of sorts, and
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written for an audience of common men in formation for the priesthood
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β not academics, scholars, atheists, or agnostics. To judge Aquinas β best and
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most powerful arguments for the existence of God, one would do better to
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look at the parallel passages from his other works rather than at his Summa
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(see Baisnee for a helpful list of these passages). That said, it is the arguments
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in the Summa that have received the most attention and have become,
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by any reasonable standard, some of the most important arguments in the
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Western intellectual tradition.
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The First Way β The Argument from Motion
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The First Way focuses on motion. By β motion, β Aquinas means the three
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sorts of accidental change that Aristotle differentiates: change of location
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(e.g., moving across the room), change in quality (e.g., heating up), and
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change in quantity (e.g., getting fatter). The general thrust of the argument
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is that anything changed in one of these ways is changed by something else.
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That something else, in changing the fi rst thing, either is itself changed or
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Aquinasβ Five Ways 11
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remains changeless. A series of changing changers cannot proceed infi nitely.
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So there must be some fi rst, unchanging being. That being we call β God. β
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The argument below uses β F β as a variable governing end states of being
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correlated with the three sorts of motion mentioned above. For instance,
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one could substitute β across the room, β β hot, β or β fat β for F. Aquinas
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provides three detailed defenses of C3 in the Summa contra gentiles , Part
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1, Chapter 13. He considers the common objection that a thing can move
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itself (e.g., the runner moves himself when sprinting from the starting line)
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by saying that such cases are instances of a part moving a whole and not
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a thing moving itself. In P3, Aquinas says that the mover must be in a
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state of actuality relevant to F in order to make something F. The argument
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