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=== Prerequisites === | === Prerequisites === | ||
- | The following EPFL courses of their equivalents are prerequisites for this course: | + | The material from the following bachelor EPFL courses is a prerequisites for this course: |
* Discrete structures (CS-150) | * Discrete structures (CS-150) | ||
* Algorithms (CS-250) | * Algorithms (CS-250) | ||
* Theoretical Computer Science (CS-251) | * Theoretical Computer Science (CS-251) | ||
- | * [[compilation:top|Compiler Construction]] | + | * **[[compilation:top|Compiler Construction]]** |
* Advanced Theoretical Computer Science | * Advanced Theoretical Computer Science | ||
+ | |||
+ | The following master's courses are recommended and synergistic with this course: | ||
+ | * Advanced Compiler Construction (CS-420) | ||
+ | * **Foundations of Software** (CS-452) | ||
+ | * **Model Checking** (CS-552) | ||
+ | * Mathematical Logic II | ||
+ | * Advanced Computer Networks and Distributes Systems (CS-520) | ||
+ | * Principles of Dependable Systems (CS-521) | ||
+ | * Applications for Convex Optimization and Linear Programming (CS-453) | ||
+ | |||
+ | You can verify the content of these courses from the study program available online at [[http://ic.epfl.ch|school web site]] | ||
=== Topics === | === Topics === | ||
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{{sav08:nielsonnielsonsemantics.pdf|Nielson, Nielson: Semantics with Applications, A Formal Introduction}} introduces semantics and its application in analysis. Recommended reading. | {{sav08:nielsonnielsonsemantics.pdf|Nielson, Nielson: Semantics with Applications, A Formal Introduction}} introduces semantics and its application in analysis. Recommended reading. | ||
+ | * [[http://www2.imm.dtu.dk/~riis/PPA/ppasup2004.html|the web site with excellent slides that come with the book]] | ||
[[:Gallier Logic Book]] is a good theoretical foundation of logic (available online), some of whose sections will be useful. More discrete math online is in [[http://www.cis.upenn.edu/~jean/gbooks/discmath.html|Gallier Discrete Math Book]] Draft. | [[:Gallier Logic Book]] is a good theoretical foundation of logic (available online), some of whose sections will be useful. More discrete math online is in [[http://www.cis.upenn.edu/~jean/gbooks/discmath.html|Gallier Discrete Math Book]] Draft. |