PDF-Inner Approximated Reachability Analysis Eric Goubault

Author : trish-goza | Published Date : 2015-04-30

lastnameceafr Michel Kieffer L2S CNRS Sup57577lec Univ ParisSud 91192 GifsurYvette kiefferlsssupelecfr ABSTRACT Computing a tight inner approximation of the range

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Inner Approximated Reachability Analysis Eric Goubault: Transcript

lastnameceafr Michel Kieffer L2S CNRS Sup57577lec Univ ParisSud 91192 GifsurYvette kiefferlsssupelecfr ABSTRACT Computing a tight inner approximation of the range of a function over some set is notoriously di64259cult way beyond obtaining outer ap. nowakinrialpesfr Fr ed eric Jurie LEAR Group CNRS INRIA 655 enue de lEurope 38334 Saint Ismier Cede France fr edericjurieinrialpesfr Abstract In this paper we pr opose and valuate an algorithm that learns similarity measur for comparing ne ver seen o Xie Jibin Zhan Da vid A Maltz Hui Zhang Albert Greenber Gisli Hjalmtysson Jennifer Re xford The primary purpose of netw ork is to pro vide reach ability between applications running on end hosts In this paper we describe ho to compute the reachabili It is based upon the principles of DNA renaturation kinetics brPage 3br DNA Renaturation Kinetics The rate at which heatdenatured DNA sequences in solution will renature is dependent on DNA concentration reassociation temperature cation concen trati Logic. Grigore. . Rosu. and Andrei Stefanescu. University of Illinois, USA. Main Goal. Language-independent. program verification framework. D. erive program properties from . operational semantics. Grigore. . Rosu. and Andrei Stefanescu. University of Illinois, USA. Matching Logic . Reachability. - Goal -. Language independent program verification framework. Derives program properties based on the operational semantics of a language. Andrei Stefanescu. 1. , . Stefan Ciobaca. 2. ,. . Radu. Mereuta. 1,2. ,. Brandon Moore. 1. , . Traian. Serbanuta. 3. , . Grigore. Rosu. 1. 1 . University . of Illinois, . USA. 2 . University of Iasi, Romania. Data Flow Analysis. Data Flow Analysis (DFA). General framework. Can be used for various optimization goals. Some terms. Basic block. A sequence of statements without branch. Point. Before or after each statement. Grigore . Rosu. , Andrei . Stefanescu. , Brandon Moore. University of Illinois at . Urbana-Champaign, USA. Stefan . Ciobaca. University . Alexadru. . Ioa. n. . Cuza. , Romania. Long-Standing Dream. Logic. Grigore. . Rosu. and Andrei Stefanescu. University of Illinois, USA. Main Goal. Language-independent. program verification framework. D. erive program properties from . operational semantics. Andrei Stefanescu. 1. , . Stefan Ciobaca. 2. ,. . Radu. Mereuta. 1,2. ,. Brandon Moore. 1. , . Traian. Serbanuta. 3. , . Grigore. Rosu. 1. 1 . University . of Illinois, . USA. 2 . University of Iasi, Romania. Tomas D. . Latoza. Brad . A.Myers. Summery By. Maryam Arab, Feb2017. Reachability Questions. As developers build their mental model of the code. Ask questions, read code, use design knowledge, talk to teammates. Qirun Zhang, Georgia Institute of Technology. Thomas Reps, University of Wisconsin. Outline of Tutorial. CFL-reachability. Origin & background. Algorithm & complexity. Applications. Beyond CFL-reachability. Origin & background. Algorithm & complexity. Applications. Beyond CFL-reachability. Datalog. WPDS, NWA. Graph reachability. Dyck. -reach. LCL-reach. InterDyck. -reach. Future Directions. Theoretical developments. a . Succinct Control Plane Representation . Seyed . K. . Fayaz. Creativity. Once again, . analogy. : . after reading Batfish and HSA: header space .  control space?. Asked Vyas . Sekar. at . Seyed.

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