Scal is an open-source benchmarking framework that provides (1) software infrastructure for executing concurrent data structure algorithms, (2) workloads for benchmarking their performance and scalability, and (3) implementations of a large set of concurrent data structures.
Homepage: http://scal.cs.uni-salzburg.at
Paper: Scal: A Benchmarking Suite for Concurrent Data Structures
Name | Semantics | Year | Ref |
---|---|---|---|
Lock-based Singly-linked List Queue | strict queue | 1968 | [1] |
Michael Scott (MS) Queue | strict queue | 1996 | [2] |
Flat Combining Queue | strict queue | 2010 | [3] |
Wait-free Queue | strict queue | 2012 | [4] |
Linked Cyclic Ring Queue (LCRQ) | strict queue | 2013 | [5] |
Timestamped (TS) Queue | strict queue | 2015 | [6] |
Cooperative TS Queue | strict queue | 2015 | [7] |
Segment Queue | k-relaxed queue | 2010 | [8] |
Random Dequeue (RD) Queue | k-relaxed queue | 2010 | [8] |
Bounded Size k-FIFO Queue | k-relaxed queue, pool | 2013 | [9] |
Unbounded Size k-FIFO Queue | k-relaxed queue, pool | 2013 | [9] |
b-RR Distributed Queue (DQ) | k-relaxed queue, pool | 2013 | [10] |
Least-Recently-Used (LRU) DQ | k-relaxed queue, pool | 2013 | [10] |
Locally Linearizable DQ (static, dynamic) |
locally linearizable queue, pool | 2015 | [11] |
Locally Linearizable k-FIFO Queue | locally linearizable queue k-relaxed queue, pool |
2015 | [11] |
Relaxed TS Queue | quiescently consistent queue (conjectured) |
2015 | [7] |
Lock-based Singly-linked List Stack | strict stack | 1968 | [1] |
Treiber Stack | strict stack | 1986 | [12] |
Elimination-backoff Stack | strict stack | 2004 | [13] |
Timestamped (TS) Stack | strict stack | 2015 | [6] |
k-Stack | k-relaxed stack | 2013 | [14] |
b-RR Distributed Stack (DS) | k-relaxed stack, pool | 2013 | [10] |
Least-Recently-Used (LRU) DS | k-relaxed stack, pool | 2013 | [10] |
Locally Linearizable DS (static, dynamic) |
locally linearizable stack, pool | 2015 | [11] |
Locally Linearizable k-Stack | locally linearizable stack k-relaxed queue, pool |
2015 | [11] |
Timestamped (TS) Deque | strict deque (conjectured) | 2015 | [7] |
d-RA DQ and DS | strict pool | 2013 | [10] |
On Ubuntu (≥ 14.04) based systems:
sudo apt-get install --fix-missing google-perftools libgoogle-perftools-dev cmake libgtest-dev libgflags-dev
On Debian (jessie) based systems:
sudo apt-get install build-essential autoconf libtool google-perftools libgoogle-perftools-dev cmake libgtest-dev libgflags2 libgflags-dev
Note: We switched from autotools to gyp for building the framework. The old files are still present in the checkout but will be removed once everything is converted.
This is as easy as
tools/make_deps.sh
tools/make_make.sh
cd build
V=1 BUILDTYPE=Debug make
V=1 BUILDTYPE=Release make
The debug and release builds reside in build/out/
.
Additional data files, such as graph files, are available as submodule
git submodule init
git submodule update data
The resulting files reside in data/
.
The most common parameters are:
- consumers: Number of consuming threads
- producers: Number of producing threads
- c: The computational workload (iterative pi calculation) between two data structure operations
- operations: The number of put/enqueue operations the should be performed by a producer
The following runs the Michael-Scott queue in a producer/consumer benchmark:
./prodcon-ms -producers=15 -consumers=15 -operations=100000 -c=250
And the same for the bounded-size k-FIFO queue:
./prodcon-bs-kfifo -producers=15 -consumers=15 -operations=100000 -c=250
And for Distributed Queue with a 1-random balancer:
./prodcon-dds-1random-ms -producers=15 -consumers=15 -operations=100000 -c=250
Try ./prodcon-<data_structure> --help
to see the full list of available parameters.
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D. E. Knuth. The Art of Computer Programming, Volume 1 (3rd Ed.): Fundamental Algorithms. Addison Wesley, Redwood City, CA, USA, 1997.
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M.M. Michael and M.L. Scott. Simple, fast, and practical non-blocking and blocking concurrent queue algorithms. In Proc. Symposium on Principles of Distributed Computing (PODC), pages 267–275. ACM, 1996.
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D. Hendler, I. Incze, N. Shavit, and M. Tzafrir. Flat combining and the synchronization-parallelism tradeoff. In Proc. Symposium on Parallelism in Algorithms and Architectures (SPAA), pages 355–364. ACM, 2010.
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A. Kogan and E. Petrank. A methodology for creating fast wait-free data structures. In Proc. Symposium on Principles and Practice of Parallel Programming (PPoPP), pages 141–150. ACM, 2012.
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A. Morrison and Y. Afek. Fast concurrent queues for x86 processors. In Proc. Symposium on Principles and Practice of Parallel Programming (PPoPP), pages 103–112. ACM, 2013.
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M. Dodds, A. Haas, and C.M. Kirsch. A scalable, correct time-stamped stack. In Proc. Symposium on Principles of Programming Languages (POPL), pages 233– 246. ACM, 2015.
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A. Haas. Fast Concurrent Data Structures Through Timestamping. PhD thesis, University of Salzburg, Salzburg, Austria, 2015.
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Y. Afek, G. Korland, and E. Yanovsky. Quasi-linearizability: Relaxed consistency for improved concurrency. In Proc. Conference on Principles of Distributed Systems (OPODIS), pages 395–410. Springer, 2010.
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C.M. Kirsch, M. Lippautz, and H. Payer. Fast and scalable, lock-free k-fifo queues. In Proc. International Conference on Parallel Computing Technologies (PaCT), LNCS, pages 208–223. Springer, 2013.
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A. Haas, T.A. Henzinger, C.M. Kirsch, M. Lippautz, H. Payer, A. Sezgin, and A. Sokolova. Distributed queues in shared memory—multicore performance and scalability through quantitative relaxation. In Proc. International Conference on Computing Frontiers (CF). ACM, 2013.
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A. Haas, T.A. Henzinger, A.Holzer, C.M. Kirsch, M. Lippautz, H. Payer, A. Sezgin, A. Sokolova, and H. Veith. Local linearizability. CoRR, abs/1502.07118, 2015.
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R.K. Treiber. Systems programming: Coping with parallelism. Technical Report RJ-5118, IBM Research Center, 1986.
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D. Hendler, N. Shavit, and L. Yerushalmi. A scalable lock-free stack algorithm. In Proc. Symposium on Parallelism in Algorithms and Architectures (SPAA), pages 206–215. ACM, 2004.
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T.A. Henzinger, C.M. Kirsch, H. Payer, A. Sezgin, and A. Sokolova. Quantitative relaxation of concurrent data structures. In Proc. Symposium on Principles of Programming Languages (POPL), pages 317–328. ACM, 2013.
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