A Group Lock Algorithm With Applications
A Group Lock Algorithm With Applications
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Waitcount[l-g. Cycle] = 0); g. Cycle := 1-g. Cycle; rwwlock(g. Lock); g. Nprocessors := g. Active; g. Syncvar := 0; g. Locked := 1; end; waitfor(g. Locked = 1); end; procedure gunlock(var g:glocktype); begin if faa(g. Active, -1) = 1 then begin g. Locked := 0; rwwunlock(g. Lock) ; end; end; procedure gsync(var grglocktype); var was less rboolean; begin wasless := (g. Syncvar0, g. Locked=l, g. Lock is write-locked. All calls in the current group will proceed with {operation X}, within constant t...ime of each other. Within {operation X} we can call gsync, which is just a standard barrier synchronization algorithm. Any new calls coming in are held up at the rwrlock before the assignment to first in glock. As each call completes {operation X} and executes gunlock, g. Active is decremented. The "last" call to com- plete resets g. Active to 0, and then sets g. Locked to and releases the write lock on g. Lock. Thus, we return to state 1. It follows from the above that the algorithm fulfills the group lock properties in the introduction.
What to read after A Group Lock Algorithm With Applications?
You can find similar books in the "Read Also" column, or choose other free books by Isaac Dimitrovsky to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
Waitcount[l-g. Cycle] = 0); g. Cycle := 1-g. Cycle; rwwlock(g. Lock); g. Nprocessors := g. Active; g. Syncvar := 0; g. Locked := 1; end; waitfor(g. Locked = 1); end; procedure gunlock(var g:glocktype); begin if faa(g. Active, -1) = 1 then begin g. Locked := 0; rwwunlock(g. Lock) ; end; end; procedure gsync(var grglocktype); var was less rboolean; begin wasless := (g. Syncvar0, g. Locked=l, g. Lock is write-locked. All calls in the current group will proceed with {operation X}, within constant t...ime of each other. Within {operation X} we can call gsync, which is just a standard barrier synchronization algorithm. Any new calls coming in are held up at the rwrlock before the assignment to first in glock. As each call completes {operation X} and executes gunlock, g. Active is decremented. The "last" call to com- plete resets g. Active to 0, and then sets g. Locked to and releases the write lock on g. Lock. Thus, we return to state 1. It follows from the above that the algorithm fulfills the group lock properties in the introduction.
What to read after A Group Lock Algorithm With Applications?
You can find similar books in the "Read Also" column, or choose other free books by Isaac Dimitrovsky to read onlineMoreLess
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