slides - Summer School Marktoberdorf

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Network Semantics s 1 2 T T ( S S , , s s ) Xwhere A 1 X s1 1 s1´ 1 Xs2 s1´ X s2 s s 1 1 2 s 1 2 0 X 0 s s 1 X a ! 1 s1´ a? s2 1 s s ´ X 2 1 s X 2 e( d) Marktoberdorf Summer School, 2012 s 1 s X 1 2 s 1 ´ e( d) s 2 s ´ 1 X ´ 2 s 2 e( d) s 2 2 s ´ 2 2 ´ 2 s 2 Kim Larsen [30] ´ s s 2 ´ 1 X s 2 ´
Network Semantics (URGENT synchronization) s 1 2 T T ( S S , , s s ) Xwhere A 1 X s1 1 s1´ 1 Xs 2 s1´ X s2 s s 1 1 2 a ! s 1 s 1 X e( d) 1 2 s 2 Marktoberdorf Summer School, 2012 s 1 s X 1 2 1 ´ 0 X s 2 s s 1 ´ e( d) ´ 0 s 1 X s s s 1 X a? 2 s ´ 2 1 X ´ 2 s 2 e( d) s 2 2 s ´ 2 2 ´ 2 s 2 Kim Larsen [31] ´ s s 2 ´ 1 X s 2 ´ d’ < d, u UAct: e(d’) u? e(d’) u! ( s1 s2 )
Page 1 and 2: Model-based Verification and Valida
Page 3 and 4: Aalborg Aarhus Aalborg Copenhagen A
Page 5 and 6: ES are Pervasive Characteristica: M
Page 7 and 8: System Description Requirement A( r
Page 9 and 10: Overview Introduction to Timed Aut
Page 11 and 12: UPPAAL (1995- ) @AALborg Kim G Lar
Page 13 and 14: A Dumb Light Controller Marktoberdo
Page 15 and 16: A Timed Automata (Semantics) States
Page 17 and 18: Intelligent Light Controller Transi
Page 19 and 20: Timed Automata (formally) Marktober
Page 21 and 22: Timed Automata (formally) Marktober
Page 23 and 24: Timed Automata: Example invariant M
Page 25 and 26: Example a b c Marktoberdorf Summer
Page 27 and 28: Example a b c Marktoberdorf Summer
Page 29: Networks Light Controller & User pr
Page 33 and 34: User press? 0.2 release? … press?
Page 35 and 36: Informationsteknologi Light Control
Page 37 and 38: UPPAAL Modeling & Specification
Page 39 and 40: Train Crossing appr stop list Stopa
Page 41 and 42: UPPAAL Help Marktoberdorf Summer Sc
Page 43 and 44: Case Studies: Controllers Gearbox
Page 45 and 46: Using UPPAAL as Back-end Vooduu: v
Page 47 and 48: Decidability and Symbolic Verificat
Page 49 and 50: Reachability ? a b c Reachable from
Page 51 and 52: Time Abstracted Bisimulation Markto
Page 53 and 54: Region Graph Marktoberdorf Summer S
Page 55 and 56: An Example Marktoberdorf Summer Sch
Page 57 and 58: Fundamental Results Reachability
Page 59 and 60: Regions - From Infinite to Finite M
Page 61 and 62: Zones - Operations y y (n, 2·x·4
Page 63 and 64: Datastructures for Zones Differenc
Page 65 and 66: Future (DBMs) D 1
Page 67 and 68: Forward Reachability PW Waiting Fin
Page 69 and 70: Forward Reachability PW Waiting Ini
Page 75 and 76: Symbolic Exploration Reachable? Mar
Page 81 and 82:
Symbolic Exploration Reachable? Mar
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Verification Options
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State Space Reduction Marktoberdorf
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Over/Under Approximation Declared S
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Under-approximation Bitstate Hashin
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Extrapolation Marktoberdorf Summer
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Abstractions Marktoberdorf Summer S
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Location Dependency Marktoberdorf S
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Experiments Marktoberdorf Summer Sc
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Fischer CSMA/CD Advanced Extrapolat
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Open Problems Fully symbolic explo
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Overview Timed Automata Schedulin
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A C D Task Graph Scheduling - Examp
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A C D Task Graph Scheduling - Examp
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Experimental Results Marktoberdorf
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A C D Task Graph Scheduling - Revis
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A C D Task Graph Scheduling - Revis
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A simple example Q: What is cheapes
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Priced Zones Marktoberdorf Summer S
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Symbolic Branch & Bound Algorithm M
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Example: Aircraft Landing x >= 4 x=
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Symbolic Branch & Bound Algorithm M
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Optimal Infinite Scheduling Maximiz
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Optimal Infinite Scheduling Maximiz
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Discount Optimality Larsen, Fahrenb
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Multiple Objective Scheduling 16,10
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Managing Resources Marktoberdorf Su
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Energy Constrains Energy is not on
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L-Problem for 1-Clock Case Theorem:
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Generic Module for Inc/Dec Marktobe
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New Approach: Energy Functions Max
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Exponential PTA General Strategy Sp
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Multiple Costs & Clocks LU Problem
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Multiple Clocks & 1 Cost L Problem
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Multiple Clocks & 1 Cost L Problem
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Multiple Costs & 0 Clocks Uli Fahre
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Timed Games & Timed Interfaces Kim
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Timed Game Automata & Synthesis con
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Computing Winning States Marktoberd
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Symbolic On-the-fly Algorithms for
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Synthesis (ex Train Gate) Environme
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Plastic Injection Molding Machine M
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The Machine (consumption) Infinite
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Machine (uncontrollable) Marktoberd
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Tool Chain Strategy Synthesis TIGA
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Real-Time version of Milner’s Sch
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Marktoberdorf Summer School, 2012 C
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Operations on Specifications Logic
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Refinements, Implementations, Consi
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Let S T i. ii. iii. Definition I S
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Overall Specification grant patent
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Assume-Guarantee Guarantee Assumpti
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w i+1 rec i+1 w i N i+1 N i Marktob
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w i+1 rec i+1 w i N i+1 G N i Markt
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Marktoberdorf Summer School, 2012 E
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Open Problems Marktoberdorf Summer
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UPPAAL Tool Suit Editor Marktoberdo
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UPPAAL SMC Performance properties P
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Stochastic Semantics of TA Exponent
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Stochastic Semantics of Timed Autom
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Logical Properties Marktoberdorf Su
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SMC Algorithms -1 Quantitative (Est
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SMC Algorithms -3 t Probability Com
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Queries in UPPAAL SMC Pr[ = 0.8 Pr[
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Queries in UPPAAL SMC simulate 1 [
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Extensions of UPPAALs TA Constant
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Page 215 and 216:
Page 217 and 218:
Stochastic Hybrid Systems A Bounci
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LMAC
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added power Marktoberdorf Summer Sc
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10-Node Star The first collision: h
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Framework Design Space Exploration
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Control Strategies - MODELS Marktob
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Results - Simulations Marktoberdorf
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Results - Comfort Pr[comfort=2*day)
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Result - User Profile Pr[Monitor.en
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CMTC Model Marktoberdorf Summer Sch
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Amplitudes & Periods Amplitude E[
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SMC for MITL
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Metric Interval Temporal Logic MIT
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Tableaux Construction Marktoberdorf
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Experiments How exact is the over
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www.uppaal.{org,com} Marktoberdorf
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