PHIL 181: METAPHYSICS Fall 2006 M 5:30-8:20 MND-3009 WebCT-Assisted

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PHIL 181: METAPHYSICS Fall 2006 M 5:30-8:20 MND-3009 WebCT-Assisted PROF. THOMAS PYNE MND-3032 278-7288 E-Mail pynetf@csus.edu PHILOSOPHY DEPT. MND-3032 278-6424 FAX 278-5364 OFFICE HOURS: M 4:00-5:00; W 3:00-4:00; By Appt. OBJECTIVES: The course is designed to give a systematic introduction to philosophical problems that are metaphysical; to show what distinguishes metaphysical problems from other philosophical problems. We will then investigate a restricted sampling of metaphysical problems which are under active investigation in the present. This investigation will involve study of contributions to the solution of metaphysical problems by contemporary philosophers. Finally, the course will require some metaphysical investigation by the student, as well as some writing. TEXT: Peter van Inwagen & Dean W. Zimmerman, editors. Metaphysics: The Big Questions. Basil Blackwell (Oxford, 1998). Metaphysics Tookit. ASSIGNMENTS: Two exams at assigned times (15% each) A final exam (15%) Three papers: Paper 1 & 2, 4 pages (15% each); paper 3, 7-10 pages (20%). Reading Quizzes (5%) PHIL 181: Metaphysics is the department-designated class for information competency assessment of Philosophy majors. Thus there will be assignments designed to assess your ability to use information resources like the library resources, databases, reference works, etc. POLICIES: WebCT The class will use some elements of WebCT. I will make important course content available on WebCT, including the lecture slides. You will take the reading quizzes, midterm, and final on WebCT. You will also submit papers via WebCT. The WebCT site is available at https://online6.csus.edu Class Meetings

I expect attendance at every class meeting. If for some excellent reason you cannot make class, let me know preferably in advance. If this is impossible let me know by 5:30 on the day you miss. I will lower you a grade increment for every unexcused absence. Class meetings will begin at 5:30 with a calling of the roll. Be on time. Anticipate. Excuses don t cut it: I will treat a pattern of late arrival as an unexcused absence. We ll have a short break from 7:00 to 7:10. I will pass around a sign-up sheet when we reconvene. I expect silent attention during class periods. If there is a class discussion I will serve as moderator; please wait to be recognized before making a contribution. If you wish to ask a question, answer a question, or make a contribution to the class, please ask to be recognized. There is no excuse for conducting a private discussion during class time. I will treat a pattern of talking in class as an unexcused absence. Reading Assignments You will be responsible for the entirety of all readings assigned. However, at times I will indicate that I will pay particular attention to some part of a reading. As a result, it may happen that other parts of the reading will not be treated in class. You will be responsible for them anyway. If you don t understand something, ask a question. Remember, students questions help me too. Exams You will be able to take the midterm and final via WebCT. I will open the window for each exam for twenty-four hours (from noon to noon). The exams will be timed; once you begin, you will have one hour for the midterm, two hours for the final. We will review the material for each exam briefly during the class preceding, explaining what concepts and abilities the exam will test for. I welcome questions, even at times outside that review period. Papers Follow the directions for argumentative papers found in the Guidelines for Writing Philosophy Papers at the Philosophy Department website. Go to the Main Page (http://www.csus.edu/phil), click on Dept. Program and Requirements, then click on Guidelines Or go directly to: http://www.csus.edu/phil/req/writing.htm Papers will be graded according to the Grading Guidlines for Philosophy Papers. Go to the same menu as for the paper guidelines, or go directly to: http://www.csus.edu/phil/req/grading.htm Submit papers as an editable attachment through WebCT by the date and time due. Later papers will be lowered a grade increment for every day past the due date. I will leave the window open for submitting papers for five days past the due date.

Save a copy of your earlier drafts and notes. If I suspect plagiarism, the burden of proof will be on you. You can sustain that burden by showing me the work you did preparing the paper: notes, early drafts, etc. Keep what you need to show me that it s your work. Grades Exams will be graded on the following scale: A 100-94 A- 93-92 B+ 91-90 B 89-84 B- 83-82 C+ 81-80 C 79-74 C- 73-72 D+ 71-70 D 69-64 D- 63-62 F 61- Papers will be graded by the criteria in Grading Guidelines for Philosophy Papers. Quizzes will be given a grade of 2 (good or adequate), 1 (inadequate), or 0 (not turned in.) You have to bepresent at a class meeting to take a quiz. An average above 1.5 will give you 100 for that component (5%) of your final grade. The course grade will be determined by the weighted average of the exams and papers. SYLLABUS [Page numbers refer to Text] Introduction: Metaphysical Questions Among Philosophical Questions What we are supplying are really remarks on the natural history of human beings; we are not contributing curiosities however, but observations which no one has doubted, but which have escaped remark only because they are always before our eyes. Wittgenstein, Philosophical Investigations Week 1: 9/4 Labor Day (Campus Closed) Week 2: 9/11 What is a Philosophical Question? Which Philosophical Questions are Metaphysical? [Metaphysics Toolkit; Van Inwagen & Zimmerman, Introduction, 1-7) What is it to countenance an entity? Ockham s Razor

Plato s Beard Quine s Criterion Part I: The Nature of Space and Time 6.4312. The solution of the riddle of life in space and time lies outside space and time. Wittgenstein, Tractatus Logico-Philosophicus Week 3: 9/18 The Earliest Metaphysicians: Parmenides and Zeno Is Space Discrete or Continuous? [Max Black, Achilles and the Tortoise, 120-9] Can Anything Concrete Actually Be Infinite? [Wesley Salmon, A Contemporary Look at Zeno s Paradoxes, 129-149] Space Week 4: 9/25 Is Space Substantial or Relational? [Martin Gardner, The Fourth Dimension, 108-111] Is Space Three-Dimensional? [James Van Cleve, Incongruent Counterparts and Higher Dimensions, 111-120] What Must Be in the World for Anything to be Left or Right of Anything Else? Time Week 5: 10/2 The Unreality of Time [J.M.E. McTaggart, from The Nature of Existence, 67-74] Objections to McTaggart s Argument [C.D. Broad, McTaggart s Arguments, 74-79] Week 6: 10/9 Is There Anything Special About the Present? [A.N. Prior, The Notion of the Present, 80-82; C.D. Broad, The General Problem of Time and Change, 82-93] A Tenseless World [J.J.C. Smart, The Space-Time World, 94-101; Ian Hinckfuss, Topis, Soris, Noris, 101-3] Thank heavens, That s Over! [A.N. Prior, Some Free Thinking About Time, 104-7] Paper #1 due Monday, October 9.

Part II: The Furniture of Reality 1.1 The world is the totality of facts, not of things Wittgenstein, Tractatus Logic-Philosophicus Universals Week 7: 10/16 The Problem of Universals: Universalia ante Res; Universalia in Rebus [Metaphysics Toolkit; Van Inwagen & Zimmerman, Introduction, 7-13 ) Nominalism and Other Forms of Reduction The Exam #1 window will open Monday, October 16 at 8:30 pm and remain open until Tuesday, October 17 at 8:30 pm. The exam must be taken during that time. Week 8: 10/23 Resemblance vs. Universalia in Rebus (H.H. Price, Universals and Resemblances, from Thinking and Experience, 23-40] Tropes [D.C. Williams, The Elements of Being, 40-52] Particulars Week 9: 10/30 The Problem of Individuals [Bertrand Russell, The Principle of Individuation, 52-58] Leibniz s Principle (cont.) [Max Black, The Identity of Indiscernibles (Copy)] Week 10: 11/6 The Two Spheres Problem Updated [Dean Zimmerman, Distinct Indiscernibles and the Bundle Theory, 58-66] Part III: Identity 6.371 The whole modern conception of the world is founded on the illusion that the so-called laws of nature are the explanations of natural phenomena. Wittgenstein, Tractatus Logico-Philosophicus Identity through Change Week 11: 11/13 The Ship of Theseus: Do Objects Persist through Change? The Error Theory of Persistence through Change [Antoine Arnauld and Pierre Nicole, Of Confused Subjects which are Equivalent to Two Subjects, 171-173] Mereological Essentialism [Roderick Chisolm, Identity through Time, 173-185]

Identity through Time Week 12: 11/20 How do Objects Persist Through Time (If they Do)? Four-Dimensional Time Slices The Argument from Naturalized Epistemology [W.V.O. Quine, Identity, Ostension, and Hypostasis, 186-188; W.V.O. Quine, Identity, from Quiddities, 188-190] The Argument from Temporary Intrinsics [David Lewis, In Defense of Stages, 190-2; David Lewis, The Problem of Temporary Intrinsics, from On The Plurality of Worlds, 204-6] Paper #2 due: Monday, November 20. Week 13: 11/27 How do Objects Persist Through Time (If they Do)? Three-Dimensional Continuants A Whole Raft of Counter-arguments against Time Slices [Peter Geach, Some Problems About Time, 192-204] Presentism The Ontological Importance of the Present [Dean Zimmerman, Temporary Intrinsics and Presentism, 206-219] The Exam #2 window will open Monday, November 27 at 8:30 pm and remain open until Tuesday, November 28, 8:30 pm. Part IV: Realism and Anti-Realism 4.2211 Even if the world is infinitely complex, so that every fact consists of infinitely many states of affairs and every state of affairs is composed of infinitely many objects, even so there must be objects and states of affairs. Wittgenstein, Tractatus Logico-Philosophicus You can t get behind the rules, because there isn t any behind. Wittgenstein, Philosophical Grammar Week 14: 12/4 What is Realism? The Inscrutability of Reference and Ontological Relativity [W.V.O. Quine, Speaking of Objects, 385-388] Putnam s Internal Realism: Linguistic Conventionalism

[Hilary Putnam, After Metaphysics, What? 388-392; Hilary Putnam, Truth and Convention, 392-399] Week 15: 12/11 Conceptual Relativism [Ernest Sosa, Nonabsolute Existence and Conceptual Relativity, 399-407; Ernest Sosa, Addendum, 407-410] What about Good Old Aristotelian Essentialism? Concluding Thoughts Paper #3 due: Friday, December 15. The final exam window will open Monday, December 18, 5:00 pm and remain open until Tuesday, December 19, 5:00 pm. PAPER TOPICS Paper #1 (4 pages): Due Monday, October 9. Given what we have discussed in metaphysics class thus far Choose an entity (or kind of entity)* which is widely believed to exist, but which you refuse to countenance. The paper should consider the following points: a) Why do some people countenance it? That is, what role does it play in their ontology? (No disparaging psychological remarks: give their reasons.) b) Why do you not accept it? Give your argument for its nonexistence. c) On your account, what takes its place, or plays its role in your ontology. (Alternatively, explain why nothing need play that role.) d) Where did the believers go wrong? What motivates your superior view of the matter? (*Not UFOs, Bigfoot, the Tooth Fairy, or anything like that. They don t raise metaphysical problems.) Paper #2 (4 pages): Due Monday, November 20. Give your account of the Two Spheres problem as presented in Max Black s dialogue, The Identity of Indiscernibles, and updated in Zimmerman s Distinct Indiscernibles and the Bundle Theory. Within the constraints of the thought experiment, comment in particular on the following questions: a. Black and Zimmerman clearly believe that the thought experiment shows that the Identity of Indiscernibles is false: A world containing two spheres with all and only the same properties is a possible one.

Do you agree? If so, what theory of individuals do you instead? If not, how does the thought experiment fail? b. Are there any properties by which the sphere(s) a and b be distinguished? If so, what properties are they, and why? If not, why not? c. How does the issue regarding the nature of space affect the controversy? Paper # 3 (7-10 pages): Due Friday, December 15. Take on a metaphysical problem of your choice. It doesn t have to be one we ve studied in class. Clear your topic with me first.