Mathematics 4158y/9058y
Foundations of Mathematics
2011-12
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Instructor:
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Mike Dawes.
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Office: MC 124.
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E-mail: mdawes[at]uwo.ca
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Textbook:
A Concise Introduction to Mathematical Logic by Wolfgang Rautenberg,
Springer, 3e, ISBN 978-1-4419-1220-6.
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Prerequisites: Permission of the Department.
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Lectures:
- First term: Tuesdays 2:30pm–4:30pm,
Middlesex College 108.
First lecture: Tuesday, October 18.
- Second term: Monday 12:30pm–1:30pm, Wednesday 11:30am–12:30pm, Middlesex College 108.
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Course Outline: An introductory survey of mathematical logic.
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Propositional calculus;
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Predicate Calculus;
- Completeness—Gödel's theorem;
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Model Theory;
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Incompleteness and Undecidability—Gödel, Tarski, Church.
Topics may be added or deleted in accordance with time available and the
background of students.
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Methods of Evaluation: Problems will be assigned regularly. Marks for
the course will be based on written solutions of assigned problems.
Graduate students registered in 9058 will be expected to do more problems
and meet a higher standard.
Note: in courses with no final exam, marks are
required to be submitted to the Registrar one week after the last day of classes,
i.e. on April 18, one week after April 11, 2012.
The final due date for assignments (and
any revisions) will be April 13, 2012.
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Assignments
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- Statement on Academic Offences
- Scholastic offences are taken seriously and students are directed to read the
appropriate policy, specifically, the definition of what constitutes a Scholastic
Offence, at the following
web site: http://www.uwo.ca/univsec/handbook/appeals/scholastic_discipline_undergrad.pdf.
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- Medical Accommodation
- For UWO Policy on Accommodation for Medical Illness see:
http://www.uwo.ca/univsec/handbook/appeals/accommodation_medical.pdf
- Downloadable Student Medical Certificate (SMC): https://studentservices.uwo.ca under the
Medical Documentation heading
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Students seeking academic accommodation on medical grounds for any missed tests,
exams, participation components and/or
assignments worth 10% or more of their final grade must apply to the Academic
Counselling office of their home Faculty and
provide documentation. Academic accommodation cannot be granted by the
instructor or department.