Classification

Temporal Hierarchy
Response (Recurrence)
Spec Patterns
Unknown
DBW-Recognizable
Yes
View this language class, its ancestors, and its descendants in the "Containment Lattice".
Automaton Type: Nondeterministic Büchi
#1 ID: 224 Author: GOAL #2 ID: 223 Author: GOAL #3N/A
St: 2 Tr: 4 Date: 2010-01-12 00:00:00 St: 4 Tr: 24 Date: 2010-01-12 00:00:00
Description: Description:
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Acceptance condition:
{s1}
Acceptance condition:
{s1}
Automaton Type: Deterministic Büchi
#1 ID: 2424 Author: GOAL #2N/A#3N/A
St: 2 Tr: 8 Date: 2011-12-07 00:00:00
Description:
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Acceptance condition:
{s0}
Automaton Type: Nondeterministic Muller
#1 ID: 899 Author: GOAL #2 ID: 898 Author: GOAL #3N/A
St: 2 Tr: 8 Date: 2011-12-07 00:00:00 St: 4 Tr: 24 Date: 2011-12-07 00:00:00
Description: Description:
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Acceptance condition:
{ {s1}, {s0, s1} }
Acceptance condition:
{ {s0, s1}, {s1, s2}, {s0, s1, s2}, {s0, s1, s3}, {s1, s2, s3}, {s0, s1, s2, s3} }
Automaton Type: Nondeterministic Rabin
#1 ID: 1221 Author: GOAL #2 ID: 1220 Author: GOAL #3N/A
St: 2 Tr: 8 Date: 2011-12-07 00:00:00 St: 4 Tr: 24 Date: 2011-12-07 00:00:00
Description: Description:
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Acceptance condition:
{ (∅, {s1}) }
Acceptance condition:
{ (∅, {s1}) }
Automaton Type: Nondeterministic Streett
#1 ID: 1546 Author: GOAL #2 ID: 1545 Author: GOAL #3N/A
St: 2 Tr: 8 Date: 2011-12-07 00:00:00 St: 4 Tr: 24 Date: 2011-12-07 00:00:00
Description: Description:
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Acceptance condition:
{ ({s1}, {s0, s1}) }
Acceptance condition:
{ ({s1}, {s0, s1, s2, s3}) }
Automaton Type: Nondeterministic Parity
#1 ID: 1871 Author: GOAL #2 ID: 1870 Author: GOAL #3N/A
St: 2 Tr: 8 Date: 2011-12-07 00:00:00 St: 4 Tr: 24 Date: 2011-12-07 00:00:00
Description: Description:
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Acceptance condition:
0: {s1}, 1: {s0}
Acceptance condition:
0: {s1}, 1: {s0, s2, s3}
Automaton Type: Deterministic Parity
#1 ID: 2725 Author: GOAL #2 ID: 2724 Author: GOAL #3N/A
St: 3 Tr: 12 Date: 2011-12-07 00:00:00 St: 18 Tr: 72 Date: 2011-12-07 00:00:00
Description: Description:
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Acceptance condition:
0: {s0, s1}, 1: {s2}
Acceptance condition:
0: {s0, s1, s3, s4, s6, s11, s12, s16, s17}, 1: {s2, s5, s7, s8, s9, s10, s13, s14, s15}