XDI analysis of CALL
Top | Statistics | Automorphisms | Finest Semi-independent Partition | Choice, Order Dependence, Nondeterminism | Distances | Autocomparison | XDI Validity
Processing AND/IF input stream:
-----------------------------------------------------------------------------
2> (AND/IF_1.0
3> (NFA
4> (NAME CALL)
5> (INTERPRETATION Verhoeff/XDI)
6> (NOTE Generated by digg v1.0)
7> (SYMBOLS
8> (a0 INPUT)
9> (b INPUT)
10> (a1 INPUT)
11> (a2 INPUT)
12> (c OUTPUT)
13> (d0 OUTPUT)
14> (d1 OUTPUT)
15> (d2 OUTPUT)
16> )
17> (STATES
18> (0 BOX INITIAL)
19> (1 TRANSIENT)
20> (2 BOX)
21> (3 TRANSIENT)
22> (4 TRANSIENT)
23> (5 TRANSIENT)
24> (6 BOX)
25> (7 TRANSIENT)
26> (8 TRANSIENT)
27> (9 BOX)
28> (10 TRANSIENT)
29> (11 TRANSIENT)
30> (12 TRANSIENT)
31> (13 TRANSIENT)
32> (14 TRANSIENT)
33> (15 BOX)
34> )
35> (TRANSITIONS
36> (0 1 a0)
37> (0 2 b)
38> (0 3 a1)
39> (0 4 a2)
40> (1 13 b)
41> (1 15 c)
42> (2 13 a0)
43> (2 8 a1)
44> (2 5 a2)
45> (3 8 b)
46> (3 9 c)
47> (4 5 b)
48> (4 6 c)
49> (5 7 c)
50> (5 11 d2)
51> (6 7 b)
52> (7 0 d2)
53> (8 10 c)
54> (8 11 d1)
55> (9 10 b)
56> (10 0 d1)
57> (11 12 b)
58> (11 0 c)
59> (12 2 c)
60> (13 14 c)
61> (13 11 d0)
62> (14 0 d0)
63> (15 14 b)
64> )
65> ))
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-
- 8 symbols:
- 4 input and 4 output
- 16 states:
- 0 demanding, 5 indifferent and 11 transient
- 28 transitions:
- 14 input and 14 output
Top | Statistics | Automorphisms | Finest Semi-independent Partition | Choice, Order Dependence, Nondeterminism | Distances | Autocomparison | XDI Validity
-
There are 6 automorphisms.
Top | Statistics | Automorphisms | Finest Semi-independent Partition | Choice, Order Dependence, Nondeterminism | Distances | Autocomparison | XDI Validity
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/ a0 b a1 a2 c d0 d1 d2 /
Top | Statistics | Automorphisms | Finest Semi-independent Partition | Choice, Order Dependence, Nondeterminism | Distances | Autocomparison | XDI Validity
- Maximally Transient
- Disabling inputs (Zinp) in state(s):
- 0 2
- No Disabling Outputs (Zout)
- Order-Independent input (Yinp)
- Order-Independent output (Yout)
- Output refusal sets propate backward over inputs
- Output Deterministic
Top | Statistics | Automorphisms | Finest Semi-independent Partition | Choice, Order Dependence, Nondeterminism | Distances | Autocomparison | XDI Validity
- All states are reachable from the initial state:
[ + == 9 < distance < +inf , . == distance = +inf ]
| | | | | | | | | | | 1 | 1 | 1 | 1 | 1 | 1 |
| 0 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 0 | 1 | 2 | 3 | 4 | 5 |
0: | 0 | 1 | 1 | 1 | 1 | 2 | 2 | 3 | 2 | 2 | 3 | 3 | 4 | 2 | 3 | 2 |
Initial state reachable from all states.
All states reachable from all other states.
- Shortest paths from initial state:
-
0: | |
1: | a0 |
2: | b |
3: | a1 |
4: | a2 |
5: | b a2 |
6: | a2 c |
7: | b a2 c |
8: | b a1 |
9: | a1 c |
10: | b a1 c |
11: | a0 b d0 |
12: | a0 b d0 b |
13: | a0 b |
14: | a0 b c |
15: | a0 c |
- Distribution of distances from initial state:
[d=distance, h=occurrence count, c=cumulative occurrence count] -
d: | h | [ c] |
0: | 1 | [ 1] |
1: | 4 | [ 5] |
2: | 6 | [11] |
3: | 4 | [15] |
4: | 1 | [16] |
Top | Statistics | Automorphisms | Finest Semi-independent Partition | Choice, Order Dependence, Nondeterminism | Distances | Autocomparison | XDI Validity
-
There are no state pairs (x,y) where x refines y outside the diagonal.
Top | Statistics | Automorphisms | Finest Semi-independent Partition | Choice, Order Dependence, Nondeterminism | Distances | Autocomparison | XDI Validity
-
'CALL' is a valid XDI specification.
Top | Statistics | Automorphisms | Finest Semi-independent Partition | Choice, Order Dependence, Nondeterminism | Distances | Autocomparison | XDI Validity
XDI State Graph Tool, Version 2.0 (Feb 17 1998 20:34:43)
Copyright © 1995-1997 Eindhoven University of Technology