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Research Article

Computational modeling of consistent observation of asynchronous distributed computation on N–manifold

| (Reviewing editor)
Article: 1528029 | Received 18 Jul 2018, Accepted 20 Sep 2018, Published online: 12 Oct 2018

Figures & data

Figure 1. Distribution profile of points in 3-D in UCU mode.

Figure 1. Distribution profile of points in 3-D in UCU mode.

Figure 2. Distribution profile of points in 3-D in RCU mode.

Figure 2. Distribution profile of points in 3-D in RCU mode.

Figure 3. Distribution profile of points in 3-D in UCB mode.

Figure 3. Distribution profile of points in 3-D in UCB mode.

Figure 4. Distribution profile of points in 3-D in RCB mode.

Figure 4. Distribution profile of points in 3-D in RCB mode.

Figure 5. Distributed computing manifold using cyclic unreliable unicast.

Figure 5. Distributed computing manifold using cyclic unreliable unicast.

Figure 6. Execution lattice chain on 3-manifold for unreliable unicast based computing.

Figure 6. Execution lattice chain on 3-manifold for unreliable unicast based computing.

Figure 7. Distributed computing manifold using cyclic unreliable broadcast.

Figure 7. Distributed computing manifold using cyclic unreliable broadcast.

Figure 8. Execution lattice chain on 3-manifold for unreliable broadcast based computing.

Figure 8. Execution lattice chain on 3-manifold for unreliable broadcast based computing.

Figure 9. Distributed computing manifold using cyclic reliable unicast.

Figure 9. Distributed computing manifold using cyclic reliable unicast.

Figure 10. Execution lattice chain on 3-manifold for reliable unicast based computing.

Figure 10. Execution lattice chain on 3-manifold for reliable unicast based computing.

Figure 11. Distributed computing manifold using cyclic reliable broadcast.

Figure 11. Distributed computing manifold using cyclic reliable broadcast.

Figure 12. Execution lattice chain on 3-manifold for reliable broadcast based computing.

Figure 12. Execution lattice chain on 3-manifold for reliable broadcast based computing.

Figure 13. Variations for infimum/supremum of fineness boundaries of observation filter.

Figure 13. Variations for infimum/supremum of fineness boundaries of observation filter.

Figure 14. Deformation in distributed computing manifold due to fail-stop fault.

Figure 14. Deformation in distributed computing manifold due to fail-stop fault.

Figure 15. Detecting Byzantine fault in distributed computing manifold (RCU mode).

Figure 15. Detecting Byzantine fault in distributed computing manifold (RCU mode).