LARA

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fv19:top [2019/06/18 22:06]
vkuncak
fv19:top [2019/06/25 11:28]
vkuncak
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 developed, as opposed to after the fact. developed, as opposed to after the fact.
  
-In this course we will learn how to use formal verification tools and explain the theory and the practice behind ​building ​them.+Companies, research labs and research groups have developed 
 +proofs of correctness of operating system kernels, brake 
 +system for a metro line in Paris, compilers, databases, data 
 +structures, smartcard wallets, communication protocols, and 
 +distributed systems. 
 + 
 +In this course we will learn how to use formal verification tools and explain the theory and the practice behind them.
  
  
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   * Importance of Reliable Systems. Methodology of Formal Verification. Soundness and Completeness in Modeling and Tools. Successful Tools and Flagship Case Studies   * Importance of Reliable Systems. Methodology of Formal Verification. Soundness and Completeness in Modeling and Tools. Successful Tools and Flagship Case Studies
-  * Review of Sets, Relations, Computability,​ Propositional and First-Order Logic Syntax, Semantics, Sequent Calculus.+  * Review of [[sav17:​ta1.pdf|Sets, Relations, Computability,​ Propositional and First-Order Logic Syntax, Semantics]], Sequent Calculus.
   * Completeness and Semi-Decidability for First-Order Logic. Inductive Definitions and Proof Trees. Higher-Order Logic and LCF Approach.   * Completeness and Semi-Decidability for First-Order Logic. Inductive Definitions and Proof Trees. Higher-Order Logic and LCF Approach.
   * State Machines. Transition Formulas. Traces. Strongest Postconditions and Weakest Preconditions. ​   * State Machines. Transition Formulas. Traces. Strongest Postconditions and Weakest Preconditions. ​
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   * http://​logitext.mit.edu/​tutorial ​   * http://​logitext.mit.edu/​tutorial ​
  
-===== Additional Introduction and Background =====+===== Background =====
  
   * Kenneth H. Rosen. Discrete Mathematics and Its Applications. E.g. 8th Edition.   * Kenneth H. Rosen. Discrete Mathematics and Its Applications. E.g. 8th Edition.
   * Formally Verified Software in the Real World. Communications of the ACM, October 2018. https://​cacm.acm.org/​magazines/​2018/​10/​231372-formally-verified-software-in-the-real-world/​fulltext ​   * Formally Verified Software in the Real World. Communications of the ACM, October 2018. https://​cacm.acm.org/​magazines/​2018/​10/​231372-formally-verified-software-in-the-real-world/​fulltext ​