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Table 6 The t-invariants.

From: Application of Petri net based analysis techniques to signal transduction pathways

No.

Involved transitions

Minimal?

Feasible?

Composed of

 

MCT-sets

single transitions

   

1.

1

5, 6

√

√

-

2.

1, 7

-

√

√

-

3.

3

37, 38

√

-

-

4.

3

38, 39

√

-

-

5.

3, 4

43

√

-

-

6.

3

40, 41

√

-

-

7.

1, 3, 4, 5

5, 32, 40, 42

√

√

-

8.

1, 2, 3, 4, 5

5, 40, 42

√

√

-

9.

1, 3, 4, 5, 6

5, 32

√

√

-

10.

1, 2, 3, 4, 5, 6

5

√

√

-

11.

1, 3

5, 6, 37, 38

-

√

3 + 1

12.

1, 3

5, 6, 38, 39

-

√

4 + 1

13.

1, 3, 4

5, 6, 43

-

√

5 + 1

14.

1, 3

5, 6, 40, 41

-

√

6 + 1

  1. The t-invariants of the net after their processing. The middle columns show, whether the invariants are minimal and/or feasible. The right column indicates how the processed invariants were built.