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A Nonblocking Token Ring Based Checkpointing Algorithm for Distributed Mobile Computing Systems


Affiliations
1 Deparment of Computer Science, Arignar Anna Government Arts College Attur, Salem Dt Tamil Nadu, India
2 Department of MCA, K. S. Rangasamy College of Technology, Tiruchengode, Namakkal Dt, Tamil Nadu, India
     

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Mobile computing introduces new flexibility such as continuous access to computing resources while the users travel.This facility raises new challenges such as fault tolerance in distributed mobile computing system. In this paper we present a non blocking token ring based checkpointing algorithm to tolerate the faults in the mobile computing environment. It is a single phase algorithm neither having the overhead of temporary checkpoints nor using dependency vector; and also it avoids the avalanche effect. Results shows that it outperforms two-phase algorithms.


Keywords

Checkpointing, Nonblocking, Token Ring.
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  • A Nonblocking Token Ring Based Checkpointing Algorithm for Distributed Mobile Computing Systems

Abstract Views: 167  |  PDF Views: 1

Authors

P. Kanmani
Deparment of Computer Science, Arignar Anna Government Arts College Attur, Salem Dt Tamil Nadu, India
R. Anitha
Department of MCA, K. S. Rangasamy College of Technology, Tiruchengode, Namakkal Dt, Tamil Nadu, India
R. Ganesan
Department of MCA, K. S. Rangasamy College of Technology, Tiruchengode, Namakkal Dt, Tamil Nadu, India

Abstract


Mobile computing introduces new flexibility such as continuous access to computing resources while the users travel.This facility raises new challenges such as fault tolerance in distributed mobile computing system. In this paper we present a non blocking token ring based checkpointing algorithm to tolerate the faults in the mobile computing environment. It is a single phase algorithm neither having the overhead of temporary checkpoints nor using dependency vector; and also it avoids the avalanche effect. Results shows that it outperforms two-phase algorithms.


Keywords


Checkpointing, Nonblocking, Token Ring.