As far as I know the JVM uses escape analysis for some performance optimisations like lock coarsening and lock elision. I'm interested if there is a possibility for the JVM to decide that any particular object can be allocated on stack using escape analysis.
Some resources make me think that I am right. Is there JVMs that actually do it?
Escaping Variable. Technically escaping means “cannot be stored in a register”. In C Large values (arrays, structs). Variables whose address is taken.
Escape Analysis: Gc compiler does global escape analysis across function and package boundaries. It checks a memory that it really needs to be allocated at a heap or it could be managed within a stack itself.
With this version of java -XX:+DoEscapeAnalysis results in far less gc activity and 14x faster execution.
$ java -version java version "1.6.0_14" Java(TM) SE Runtime Environment (build 1.6.0_14-b08) Java HotSpot(TM) Client VM (build 14.0-b16, mixed mode, sharing) $ uname -a Linux xxx 2.6.18-4-686 #1 SMP Mon Mar 26 17:17:36 UTC 2007 i686 GNU/Linux
Without escape analysis,
$ java -server -verbose:gc EscapeAnalysis|cat -n 1 start 2 [GC 896K->102K(5056K), 0.0053480 secs] 3 [GC 998K->102K(5056K), 0.0012930 secs] 4 [GC 998K->102K(5056K), 0.0006930 secs] --snip-- 174 [GC 998K->102K(5056K), 0.0001960 secs] 175 [GC 998K->102K(5056K), 0.0002150 secs] 176 10000000
With escape analysis,
$ java -server -verbose:gc -XX:+DoEscapeAnalysis EscapeAnalysis start [GC 896K->102K(5056K), 0.0055600 secs] 10000000
The execution time reduces significantly with escape analysis. For this the loop was changed to 10e9 iterations,
public static void main(String [] args){ System.out.println("start"); for(int i = 0; i < 1000*1000*1000; ++i){ Foo foo = new Foo(); } System.out.println(Foo.counter); }
Without escape analysis,
$ time java -server EscapeAnalysis start 1000000000 real 0m27.386s user 0m24.950s sys 0m1.076s
With escape analysis,
$ time java -server -XX:+DoEscapeAnalysis EscapeAnalysis start 1000000000 real 0m2.018s user 0m2.004s sys 0m0.012s
So with escape analysis the example ran about 14x faster than the non-escape analysis run.
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