Serial Number
48744
Course Number
Phl1008
Course Identifier
104 10400
No Class
- 3 Credits
Preallocated / Elective
DEPARTMENT OF PHILOSOPHY / PROGRAM OF NEUROBIOLOGY AND COGNITIVE SCIENCE
DEPARTMENT OF PHILOSOPHY
PROGRAM OF NEUROBIOLOGY AND COGNITIVE SCIENCE
PreallocatedElective- Shawn Standefer
- Tue 7, 8, 9, 10
普102
Type 2
90 Student Quota
NTU 90
No Specialization Program
- English
- NTU COOL
- Core Capabilities and Curriculum Planning
- Notes
NTU Enrollment Status
Enrolled0/90Other Depts0/0Remaining0Registered0- Course DescriptionThis course aims to introduce students to some basic ideas and knowledge in formal logic, and to equip students with a sufficient background for understanding technical arguments containing logical symbols in the philosophy literature. The course will consist of three main parts: (1) Propositional logic, its language, semantics and syntax; (2) Predicate Logic, its language, semantics and syntax; and (3) Some relevant background in basic (non-axiomatic) set theory (including some ideas about classes, functions, and relations) and basic three-valued logic. Together with these lectures on formal logic, some basic topics in the philosophy of logic will also be introduced, such as propositions, logical connectives, reference and definite descriptions, etc. This course will be taught in English.
- Course ObjectiveStudents will be expected to (1) acquire some basic idea about formal logic (2) learn how to translate natural language arguments into formal logic and test their validity (3) develop skills to construct proofs or derivations in a formal system (4) acquire the ability to understand arguments containing logical symbols in the philosophy literature (5) acquire some basic ideas about classes, sets, and relations.
- Course Requirement
- Expected weekly study hours before and/or after classStudents are expected to read roughly one chapter of the textbook per week. There will be no required reading in the weeks with exams. The homework assignments will require 2-3 hours of work per assignment.
- Office Hour
Tue 18:30 - 19:30 Office hours will be held in the professor's office on level 4 of the Philosophy Department in the Shuiyuan Campus building. - Designated Reading
- ReferencesTextbook: Bergmann, M., Moor, J. and Nelson, J., The Logic Book, 6th ed. McGraw-Hill, 2014. Supplemental readings will be provided on NTU COOL.
- Grading
25% Homework
There will be five homeworks due throughout the semester. Each is worth 5%.
25% Midterm Exam 1
There will be an in-class midterm exam in week 6. It will be cumulative.
25% Midterm Exam 2
There will be an in-class midterm exam in week 12. It will be cumulative.
25% Final exam
There will be an in-class final exam in week 16. It will be cumulative.
- Adjustment methods for students
- Make-up Class Information
- Course Schedule
Week 1 Core concepts of deductive logic Read The Logic Book chapter 1. Week 2 Sentential Logic: Symbolization and Syntax Read The Logic Book chapter 2, Syntax and Symbolization. Week 3 Sentential Logic: Semantics Read The Logic Book chapter 3, Sentential Logic: Semantics. Week 4 Sentential Logic: Truth-Trees Read The Logic Book chapter 4, Sentential Logic: Truth-Trees. Week 5 Sentential Logic: Derivations Read The Logic Book chapter 5, Sentential Logic: Derivations. Week 6 Midterm exam 1 No required readings. Week 7 Interlude: Supplemental topics in philosophical logic No required readings. Week 8 Predicate Logic: Symbolization and Syntax (1) Read The Logic Book chapter 7, Predicate Logic: Symbolization and Syntax. Week 9 Predicate Logic: Symbolization and Syntax (2) Read The Logic Book chapter 7, Predicate Logic: Symbolization and Syntax. Week 10 Predicate Logic: Semantics Read The Logic Book chapter 8, Predicate Logic: Semantics. Week 11 Predicate Logic: Semantics Read The Logic Book chapter 8, Predicate Logic: Semantics. Week 12 Midterm Exam 2 No required readings. Week 13 Predicate Logic: Truth-Trees Read The Logic Book chapter 9, Predicate Logic: Truth-Trees. Week 14 Predicate Logic: Derivations (1) Read The Logic Book chapter 10, Predicate Logic: Derivations. Week 15 Predicate Logic: Derivations (2) Read The Logic Book chapter 10, Predicate Logic: Derivations. Week 16 Final exam Read the study guide.