Accessible | Delete non-accessible states and transitions. |
AlphabetDifference | Difference of two alphabets. |
AlphabetEquality | Tests whether two alphabets match. |
AlphabetExtract | Extract alphabet from generator. |
AlphabetInclusion | Tests whether an alphabet includes another alphabet. |
AlphabetIntersection | Intersection over alphabets. |
AlphabetLanguage | Generator with Lm(G)=Sigma. |
AlphabetUnion | Union over Alphabets |
AltAccessible | Alternative implementation to remove inaccessible states and related transitions. |
Automaton | Convert generator to formal automaton. |
Coaccessible | Delete non-coaccessible states and transitions. |
Complete | Delete states that evolve into a terminal state. |
ConDecExtension | Extension of Ek for K to become conditionally decomposable. |
DecentralizedDiagnoser | Computes decentralized diagnosers for multiple local sites. |
DecentralizedModularDiagnoser | Computes decentralized diagnosers for systems that consist of multiple components. |
Deterministic | Powerset construction to enforce determinism. |
EmptyLanguage | Set generator to mark empty language. |
EmptyStringLanguage | Generator with Lm(G)={epsilon}. |
EventDiagnoser | Computes event-diagnoser w.r.t. failure types. |
FtcFaBehaviour | Computation of fault-accommodating behaviours. |
FtcFaController | Check properness |
FtcInactivityConditions | Construct inactivity conditions. |
FtcIsComplete | Test completeness. |
FtcIsNonconflicting | Check for a non-conflicting self-reconfiguring closed-loop system. |
FtcIsProper | Test properness |
FtcIsWeakSensorConsistent | Test weak sensor-consistency. |
FtcNomController | Compute nominal controller. |
FtcPermanentBreakdown | Construct plant-failure model for actuator failure-pattern "Permanent Breakdown" |
FtcPermanentMute | Construct plant-failure model for failure-pattern "Permanent Mute" |
FtcPermanentOperation | Construct plant-failure model for failure-pattern "Permanent Operation" |
FtcRandomTrigger | Construct plant-failure model for failure-pattern "Random Trigger" |
FtcReconfigurator | Compute universal reconfigurator. |
FtcReconfiguratorTimed | Compute universal reconfigurator. Use controllabity for timed DES. |
FtcRecurrentBreakdown | Construct plant-failure model for failure-pattern "Recurrent Breakdown" |
FtcRecurrentMute | Construct plant-failure model for failure-pattern "Recurrent Mute" |
FtcSupComplete | Computate the supremal complete sublanguage. |
FtcSupWeakSensorConsistent | Computation of the supremal weak sensor-consistent sublanguage |
FtcVirtualise | Virtualise a generator or an alphabet |
FullLanguage | Generator with Lm(G)=Sigma*. |
HioFreeInput | Enforces free input for I/O dynamics by adding error behaviour. |
HioShuffle | Shuffle-composition of two HioPlant systems. |
HioSynth | Basic I/O controller synthesis procedure, without parameter check. |
HioSynthHierarchical | I/O-Controller synthesis, hierarchical version. |
HioSynthMonolithic | I/O-Controller synthesis, monolithic version. |
InsertRelabeledEvents | Apply relabeling map to specified generator. |
IntegerSum | Sum of integer arguments. |
InvProject | Inverse projection of marked and generated language. |
IoFreeInput | Inserts transitions to obtain a free input. |
IoSynthesis | Controller synthesis for I/O systems. |
IoSynthesisNB | Controller synthesis for I/O systems (marked languages). |
IsAccessible | Tests a generator for accessibility. |
IsCoDiagnosable | Tests for co-diagnosability w.r.t. local observations. |
IsCoaccessible | Tests a generator for coaccessibility. |
IsComplete | Test completeness of a generator. |
IsConditionalClosed | Tests for conditional closedness. |
IsConditionalControllable | Tests for conditional controllability. |
IsConditionalDecomposable | Tests for conditional decomposability. |
IsControllable | Tests controllablity condition. |
IsDeterministic | Test for determinsim. |
IsEmptyLanguage | Test Generator G for empty marked language Lm(G). |
IsEventDiagnosable | Tests for event-diagnosability w.r.t. failure types. |
IsHioConstraintForm | Test for dynamics compatible with the formal definition of I/O constraints. |
IsHioControllerForm | Test for dynamics compatible the formal definition of I/O controllers. |
IsHioEnvironmentForm | Test for dynamics compatible the formal definition of the I/O environments. |
IsHioPlantForm | Test for dynamics compatible with the formal definition of I/O plants. |
IsIndicatorEventDiagnosable | Tests for event-diagnosability w.r.t. failure types incl. indicator events. |
IsInputLocallyFree | Test for the input to be locally free. |
IsInputOmegaFree | Test for the input to be free in the behavioral sense. |
IsIoSystem | Test for basic I/O properties. |
IsLanguageDiagnosable | Tests for language-diagnosability w.r.t. a specification language. |
IsLocallyControlConsistent | Verification of local control consistency (LCC). |
IsLoopPreservingObserver | Tests if a given projection is a loop-preserving observer. |
IsModularDiagnosable | Tests for modular diagnosability w.r.t. local specifications for each subsystem. |
IsMsaObserver | Verification of the msa-observer property. |
IsMtcObserver | Verification of the observer property. |
IsMutuallyControllable | Test mutual controllability of two generators |
IsNaturalObserver | Verification of the natural observer property. |
IsNonblocking | Test a generator/ two languages for being nonblocking. |
IsNormal | Tests normality condition. |
IsOmegaClosed | Tests a language for being omega-closed. |
IsOmegaControllable | Test controllablity condition. |
IsOmegaTrim | Tests a generator for omega trimness. |
IsOutputControlConsistent | Verification of output control consistency (OCC). |
IsPNonblocking | Test for nonblockingness with prioritiesed events. |
IsPrefixClosed | Tests a language for being prefix-closed. |
IsRelativelyMarked | Test for relative marking. |
IsRelativelyOmegaClosed | Test for relative omega-closedness. |
IsRelativelyPrefixClosed | Test for relative prefix-closedness. |
IsStdSynthesisConsistent | Test consistency of an abstraction w.r.t. standard controller synthesis. |
IsStronglyCoaccessible | Tests a colored generator for strong coaccessibility. |
IsStronglyTrim | Tests a colored generator for strong trimness. |
IsTrim | Tests a generator for trimness. |
KleeneClosure | Compute Kleene closure for given language. |
LanguageComplement | Computes the complement of a language. |
LanguageConcatenate | Concatenates two languages. |
LanguageDiagnoser | Computes event-diagnoser w.r.t. failure types. |
LanguageDifference | Computes the difference of two languages. |
LanguageDisjoint | Tests whether two languages are disjoint. |
LanguageEquality | Tests whether two languages are equal. |
LanguageInclusion | Tests whether a languages includes another language. |
LanguageIntersection | Computes the intersection of languages. |
LanguageUnion | Computes the union of languages. |
LocalObservationConsistency | Tests for local observation consistency. |
LoopPreservingObserver | Compute a loop-preserving observer from a given initial alphabet. |
MarkAllStates | Mark all states in generator. |
ModularDiagnoser | Compute diagnoser for subsystems with local specifications. |
MsaObserver | Marked string accepting (MSA) observer computation by alphabet extension. |
MsaObserverLcc | Marked string accepting (MSA) observer computation with local control consistency (LCC) condition by alphabet extension. |
MtcDeterministic | Powerset construction to enforce determinism incl. colored markings. |
MtcInvProject | Inverse projection of colored languages. |
MtcNaturalObserver | Copmute a colored natural observer by extending a given high-level alphabet. |
MtcParallel | Parallel composition of two colored genertors. |
MtcProject | Natural projection of colored languages. |
MtcProjectNonDet | Natural projection of colored languages, non deterministic version. |
MtcStateMin | State spsce minimisation w.r.t. colored languages |
MtcSupConClosed | Computes the supremal controllable sublanguage. |
MtcSupConNB | Supremal controllable sublanguage with colored marking nonblocking condition. |
NaturalObserverExtension | Natural observer computation by alphabet extension. |
NaturalObserverLcc | Natural observer computation with local control consistency (LCC) condition by alphabet extension. |
NaturalObserverRelabeling | Natural observer computation with event relabeling. |
OmegaClosure | Compute omega closure for given language. |
OmegaConNB | Synthesis for omega-languages. |
OmegaConNormNB | Synthesis for omega-languages (experimental!). |
OmegaParallel | Parallel composition with relaxed acceptance condition. |
OmegaProduct | Product composition for Buechi acceptance condition. |
OmegaSupConNB | Synthesis for omega-languages. |
OmegaSupConNormNB | Synthesis for omega-languages (experimental!). |
OmegaTrim | Delete states to achieve omega-trimness. |
OptimalColorSet | Compute an optimal subset of the colors that should be removed. |
Parallel | Computes the parallel composition of two or more generators. |
ParallelNB | Computes the parallel composition of multiple generators. |
PrefixClosure | Compute prefix closure for given language. |
Product | Computes the product composition of two genertors. |
Project | Natural projection of marked and generated language. |
SelfLoop | Self loop with specified alphabet. |
ShapePriorities | Shape a generator by prioritiesing events. |
StateMin | Stateset minimization. |
StronglyCoaccessible | Delete non-stronly-coaccessible states and transitions. |
StronglyTrim | Delete non-strongly-coaccessible and non-accessible states and transitions. |
SupConClosed | Computes the supremal controllable sublanguage. |
SupConCmplClosed | Computes the supremal controllable and complete sublanguage. |
SupConCmplNB | Computes the supremal controllable and complete sublanguage. |
SupConNB | Computes the supremal controllable sublanguage. |
SupConNormClosed | Computes the supremal controllable, normal and closed sublanguage. |
SupConNormCmplNB | Computes the supremal controllable normal and complete sublanguage. |
SupConNormNB | Computes the supremal controllable and normal sublanguage. |
SupConditionalControllable | Computation of the supremal conditionally controllable sublanguage of the specification K |
SupNorm | Computes the supremal normal sublanguage. |
SupNormClosed | Computes the supremal normal and closed sublanguage. |
SupReduce | Compute a reduced supervisor. |
SupRelativelyPrefixClosed | Computes the supremal relatively prefix-closed sublanguage. |
SupTconNB | Computes the supremal controllable sublanguage w.r.t. forcible/preemptyble events. |
Trim | Delete non-coaccessible and non-accessible states and transitions. |
UniqueInit | Enforce unique initial state. |
ccTrim | A bit more efficient trim operation based on graph algorithms. |