Course modules

Lectures

Lectures
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Lectures 21226  
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    Lecture 0: History and motivations Lecture 0: History and motivations
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    Lecture 1: Recap logic, sets, relations and functions Lecture 1: Recap logic, sets, relations and functions
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    Lecture 2: Recap induction sets and induction Lecture 2: Recap induction sets and induction
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    Lecture 3: Natural deduction for propositional logic (I) Lecture 3: Natural deduction for propositional logic (I)
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    Lecture 4: Natural deduction for propositional logic (II) Lecture 4: Natural deduction for propositional logic (II)
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    Lecture 5: Semantics of propositional logic Lecture 5: Semantics of propositional logic
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    Lecture 6: Normal forms Lecture 6: Normal forms
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    Lecture 7: Natural deduction for predicate logic Lecture 7: Natural deduction for predicate logic
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    Lecture 8: Semantics of predicate logic Lecture 8: Semantics of predicate logic
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    Lecture 9: Undecidability of predicate logic and Post correspondence problem Lecture 9: Undecidability of predicate logic and Post correspondence problem
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    Lecture 9: Extra material Lecture 9: Extra material
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    Lecture 10: Fixpoint and SAT solving Lecture 10: Fixpoint and SAT solving
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    Lecture 11: Compactness and Gödel's incompletness theorem Lecture 11: Compactness and Gödel's incompletness theorem
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    Lecture 12: A nice application of the use of temporal logic Lecture 12: A nice application of the use of temporal logic
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    Lecture 12: Linear Temporal Logic Lecture 12: Linear Temporal Logic
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    Lecture 13: LTL and CTL Lecture 13: LTL and CTL
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    Lecture 14: Model Checking algorithm for CTL Lecture 14: Model Checking algorithm for CTL
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    Lecture 14: Guest lecture by Wolfgang Ahrendt Lecture 14: Guest lecture by Wolfgang Ahrendt
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    Lecture 15: model checking Lecture 15: model checking
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    Lecture 16: some examples of exam questions Lecture 16: some examples of exam questions
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Exercises

Exercises
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Exercises 21227  
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    Exercises for week 1: Recap exercises Exercises for week 1: Recap exercises
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    Exercises for week 2: Natural deduction for propositional logic Exercises for week 2: Natural deduction for propositional logic
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    Week 2: Exercise 1.2.6 is recommended in these notes Week 2: Exercise 1.2.6 is recommended in these notes
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    Exercises for week 3: Semantics of propositional logic and normal forms Exercises for week 3: Semantics of propositional logic and normal forms
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    Exercises for week 4: Natural deduction for predicate logic Exercises for week 4: Natural deduction for predicate logic
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    Exercises for week 5: Semantics of predicate logic Exercises for week 5: Semantics of predicate logic
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    Exercises for week 6: Undecidability of predicate logic Exercises for week 6: Undecidability of predicate logic
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    Exercises for week 7: LTL and CTL Exercises for week 7: LTL and CTL
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    Exercises for week 8: Algorithms for model checking and fixed-point characterization Exercises for week 8: Algorithms for model checking and fixed-point characterization
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    Solutions to marked exercises from the book Solutions to marked exercises from the book
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    A list of exercises from a previous year, some with comments A list of exercises from a previous year, some with comments
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Assignments

Assignments
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Assignments 21228  
  • Assignment
    Assignment 1: deadline 15/9 23:59 Assignment 1: deadline 15/9 23:59
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  • Assignment
    Assignment 2: deadline 22/9 23:59 Assignment 2: deadline 22/9 23:59
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  • Assignment
    Assignment 3: deadline 29/9 23:59 Assignment 3: deadline 29/9 23:59
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  • Assignment
    Assignment 4: deadline 6/10 23:59 Assignment 4: deadline 6/10 23:59
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  • Assignment
    Assignment 5: deadline 13/10 23:59 Assignment 5: deadline 13/10 23:59
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  • Assignment
    Assignment 6: deadline 20/10 23:59 Assignment 6: deadline 20/10 23:59
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Exam Collection

Exam Collection
Module completed Module in progress Module locked
Exam Collection 21229  
  • Attachment
    exam2011.pdf exam2011.pdf
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  • Attachment
    reexam2011.pdf reexam2011.pdf
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  • Attachment
    exam2012-solutions.pdf exam2012-solutions.pdf
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  • Attachment
    exam2013-solutions.pdf exam2013-solutions.pdf
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  • Attachment
    exam2016-solutions.pdf exam2016-solutions.pdf
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  • Attachment
    exam2017-solutions.pdf exam2017-solutions.pdf
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  • Attachment
    exam2018-solutions.pdf exam2018-solutions.pdf
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  • Attachment
    exam2019-solutions.pdf exam2019-solutions.pdf
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  • Attachment
    exam_201027.pdf exam_201027.pdf
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Interesting Links and Extra Reading

Interesting Links and Extra Reading
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Interesting Links and Extra Reading 21230  
  • Attachment
    Other presentation of predicate logic Other presentation of predicate logic
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  • External URL
    An interactive introduction to natural deduction for propositional and predicate calculus with several good examples An interactive introduction to natural deduction for propositional and predicate calculus with several good examples
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  • External URL
    A prover to practice natural deduction (only for propositional logic) A prover to practice natural deduction (only for propositional logic)
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  • Attachment
    A text on the tree method (looking systematically for a countermodel) A text on the tree method (looking systematically for a countermodel)
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  • Attachment
    Possible nontraditional methods for establishing the deducibility ofpropositional formulas Possible nontraditional methods for establishing the deducibility ofpropositional formulas
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  • Attachment
    Automatic verification of finite state concurrent system using temporal logic specifications a practical approach.pdf Automatic verification of finite state concurrent system using temporal logic specifications a practical approach.pdf
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  • Attachment
    Automatic_verification_of_asynchronous_c.pdf Automatic_verification_of_asynchronous_c.pdf
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  • Attachment
    The Birth of Model Checking.pdf The Birth of Model Checking.pdf
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Recap Reading

Recap Reading
Module completed Module in progress Module locked
Recap Reading 21231  
  • Attachment
    Einar Steingrímsson's notes on set theory (There are 2 typos in the second page on set theory; the right most B in the distributive laws (1) and (2) should be an A.) Einar Steingrímsson's notes on set theory (There are 2 typos in the second page on set theory; the right most B in the distributive laws (1) and (2) should be an A.)
    Score at least   Must score at least   to complete this module item Scored at least   Module item has been completed by scoring at least   View Must view in order to complete this module item Viewed Module item has been viewed and is complete Mark completed Must mark this module item done in order to complete Marked completed Module item marked as done and is complete Contribute Must contribute to this module item to complete it Contributed Contributed to this module item and is complete Submit Must submit this module item to complete it Submitted Module item submitted and is complete
  • Attachment
    Einar Steingrímsson's notes on relations Einar Steingrímsson's notes on relations
    Score at least   Must score at least   to complete this module item Scored at least   Module item has been completed by scoring at least   View Must view in order to complete this module item Viewed Module item has been viewed and is complete Mark completed Must mark this module item done in order to complete Marked completed Module item marked as done and is complete Contribute Must contribute to this module item to complete it Contributed Contributed to this module item and is complete Submit Must submit this module item to complete it Submitted Module item submitted and is complete
  • Attachment
    Einar Steingrímsson's notes on functions Einar Steingrímsson's notes on functions
    Score at least   Must score at least   to complete this module item Scored at least   Module item has been completed by scoring at least   View Must view in order to complete this module item Viewed Module item has been viewed and is complete Mark completed Must mark this module item done in order to complete Marked completed Module item marked as done and is complete Contribute Must contribute to this module item to complete it Contributed Contributed to this module item and is complete Submit Must submit this module item to complete it Submitted Module item submitted and is complete
  • Attachment
    Notes on Inductive Sets and Induction Notes on Inductive Sets and Induction
    Score at least   Must score at least   to complete this module item Scored at least   Module item has been completed by scoring at least   View Must view in order to complete this module item Viewed Module item has been viewed and is complete Mark completed Must mark this module item done in order to complete Marked completed Module item marked as done and is complete Contribute Must contribute to this module item to complete it Contributed Contributed to this module item and is complete Submit Must submit this module item to complete it Submitted Module item submitted and is complete
  • Attachment
    Koen Claessen's notes on structural induction Koen Claessen's notes on structural induction
    Score at least   Must score at least   to complete this module item Scored at least   Module item has been completed by scoring at least   View Must view in order to complete this module item Viewed Module item has been viewed and is complete Mark completed Must mark this module item done in order to complete Marked completed Module item marked as done and is complete Contribute Must contribute to this module item to complete it Contributed Contributed to this module item and is complete Submit Must submit this module item to complete it Submitted Module item submitted and is complete
 
minimum score must view must submit must contribute