Snap-Stabilization in Message-Passing Systems Sylvie Delaët (Université Paris 11 Orsay), Stéphane Devismes (Université Paris 11 Orsay) , Mikhail Nesterenko (Kent State University), Sébastien Tixeuil (Université Paris 6)
Comparing Self and Snap stabilization Self stabilization is system-centric Snap stabilization is user-centric PODC 21th august 2008 https:/ /hal.inria.fr/inria-00248465 Sylvie Delaët - page 2 /10
Concrete example system: the restaurant user: the client specification: upon request, the client obtains some food PODC 21th august 2008 https:/ /hal.inria.fr/inria-00248465 Sylvie Delaët - page 3 /10
Concrete example system: the restaurant user: the client specification: upon request, the client obtains some food PODC 21th august 2008 https:/ /hal.inria.fr/inria-00248465 Sylvie Delaët - page 4 /10
Concrete example system: the restaurant user: the client specification: upon request, the client obtains some food PODC 21th august 2008 https:/ /hal.inria.fr/inria-00248465 Sylvie Delaët - page 5 /10
Difference self stabilizing way : after the last fault, the client may have to request food a finite number of times before being serviced snap stabilizing way : after the last fault, when the client asks for food once he obtains some food PODC 21th august 2008 https:/ /hal.inria.fr/inria-00248465 Sylvie Delaët - page 6 /10
Snap stabilization in message passing system a lot of work on snap stabilization but not in message passing system a lot of work on self stabilization in different models including message passing Open question: snap stabilizing in message passing system PODC 21th august 2008 https:/ /hal.inria.fr/inria-00248465 Sylvie Delaët - page 7 /10
Result 1 non-trivial snap-stabilizing algorithms can not exist in message-passing systems if channels can have an unknown bounded number of messages in transit. PODC 21th august 2008 https:/ /hal.inria.fr/inria-00248465 Sylvie Delaët - page 8 /10
Result 2 snap-stabilization in message passing model is possible if the channels have (known) bounded capacity. example: in the paper we present snap-stabilizing solutions for several classic problems: propagation with feedback (PIF), identifier discovery and mutual exclusion. PODC 21th august 2008 https:/ /hal.inria.fr/inria-00248465 Sylvie Delaët - page 9 /10
End of the talk thank you for your attention more information on https:/ /hal.inria.fr/inria-00248465 PODC 21th august 2008 https:/ /hal.inria.fr/inria-00248465 Sylvie Delaët - page 10 /10
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