XDI analysis of DC

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 DC)
  5>      (INTERPRETATION Verhoeff/XDI)
  6>      (NOTE Generated by digg v1.0)
  7>      (SYMBOLS 
  8>               (a0 INPUT)
  9>               (b0 INPUT)
 10>               (a1 INPUT)
 11>               (b1 INPUT)
 12>               (a2 INPUT)
 13>               (c00 OUTPUT)
 14>               (c10 OUTPUT)
 15>               (c01 OUTPUT)
 16>               (c20 OUTPUT)
 17>               (c11 OUTPUT)
 18>               (c21 OUTPUT)
 19>      )
 20>      (STATES 
 21>         (0 BOX INITIAL)
 22>         (1 BOX)
 23>         (2 BOX)
 24>         (3 BOX)
 25>         (4 BOX)
 26>         (5 BOX)
 27>         (6 TRANSIENT)
 28>         (7 TRANSIENT)
 29>         (8 TRANSIENT)
 30>         (9 TRANSIENT)
 31>         (10 TRANSIENT)
 32>         (11 TRANSIENT)
 33>      )
 34>      (TRANSITIONS
 35>          (0 1 a0)
 36>          (0 2 b0)
 37>          (0 3 a1)
 38>          (0 4 b1)
 39>          (0 5 a2)
 40>          (1 11 b0)
 41>          (1 8 b1)
 42>          (2 11 a0)
 43>          (2 10 a1)
 44>          (2 6 a2)
 45>          (3 10 b0)
 46>          (3 9 b1)
 47>          (4 8 a0)
 48>          (4 9 a1)
 49>          (4 7 a2)
 50>          (5 6 b0)
 51>          (5 7 b1)
 52>          (6 0 c20)
 53>          (7 0 c21)
 54>          (8 0 c01)
 55>          (9 0 c11)
 56>          (10 0 c10)
 57>          (11 0 c00)
 58>      )
 59> ))
-----------------------------------------------------------------------------


Statistics

11 symbols:
5 input and 6 output
12 states:
0 demanding, 6 indifferent and 6 transient
23 transitions:
17 input and 6 output
Top | Statistics | Automorphisms | Finest Semi-independent Partition | Choice, Order Dependence, Nondeterminism | Distances | Autocomparison | XDI Validity


Automorphisms (symmetries)

There are 12 automorphisms.
Top | Statistics | Automorphisms | Finest Semi-independent Partition | Choice, Order Dependence, Nondeterminism | Distances | Autocomparison | XDI Validity


Finest Semi-independent Partition

/ a0 b0 a1 b1 a2 c00 c10 c01 c20 c11 c21 /
Top | Statistics | Automorphisms | Finest Semi-independent Partition | Choice, Order Dependence, Nondeterminism | Distances | Autocomparison | XDI Validity


Choice, Order Dependence, Nondeterminism

Top | Statistics | Automorphisms | Finest Semi-independent Partition | Choice, Order Dependence, Nondeterminism | Distances | Autocomparison | XDI Validity


Distances

All states are reachable from the initial state:
[ + == 9 < distance < +inf , . == distance = +inf ]
             11
   012345678901
 0:011111222222

Initial state reachable from all states.
All states reachable from all other states.

Shortest paths from initial state:
 0:
 1:a0 
 2:b0 
 3:a1 
 4:b1 
 5:a2 
 6:b0 a2 
 7:b1 a2 
 8:a0 b1 
 9:a1 b1 
10:b0 a1 
11:a0 b0 

Distribution of distances from initial state:
[d=distance, h=occurrence count, c=cumulative occurrence count]
d:h[ c]
0:11]
1:56]
2:6[12]
Top | Statistics | Automorphisms | Finest Semi-independent Partition | Choice, Order Dependence, Nondeterminism | Distances | Autocomparison | XDI Validity


Autocomparison Matrix

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


XDI Validity

'DC' 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