C# Benchmarks

A Collection of Phoenix-Compatible C# Benchmarks

Selected Phase Profiles Are Included

From the UC Santa Barbara RACELab

Contact Ricky Taing about problems with this page.

Benchmarks

Java Grande

A simplified port of a subset of the Java Grande benchmark. Timings are removed, so lowering the initial constants is recommended.

Archive: tar.gz | zip

Contents:

JGFArithBench.cs - Basic arithmetic
JGFAssignBench.cs - Variable assignment
JGFCastBench.cs - Casting
JGFCreateBench.cs - Creation of arrays
JGFLoopBench.cs - Loops
JGFFFT.cs - Fast Fourier Transformations - Phase Profile [1k instrs/interval]
JGFheapsort.cs - Heapsort - Phase Profile [1M instrs/interval]
JGFSparseMatmult.cs - Sparse Matrix Multiplication
JGFRayTracer.cs - Ray Tracer program - Phase Profile [100 instrs/interval]
JGFRayTracerBench.cs - Ray Tracer benchmark

mono

Five of the larger mono test suite programs

Archive: tar.gz | zip

Contents:

casts.cs - Casting test
test-49.cs - Switch operator test - Phase Profile [10 instrs/interval]
test-233.cs - Comparison test - Phase Profile [10 instrs/interval]
test-254.cs - Reflection test
test-269.cs - References test

SciMark

Modification of SciMark C# Benchmark port for compatibility with Visual Studio 2005 Beta 1. To run each individual part, comment out the unwanted parts in CommandLine.cs

Archive: tar.gz | zip

Contents:

FFT.cs - Fast fourier transformations - Phase Profile [10k instrs/interval]
LU.cs - LU factorization - Phase Profile [100k instrs/interval]
MonteCarlo.cs - Monte Carlo algorithm
SOR.cs - Successive Overrelaxation algorithm
SparseCompRow.cs - Sparse Matrix Multiplcation
complete program run - Phase Profile [100k instrs/interval]

Ben Zorn

Three C# benchmark programs listed on Ben Zorn's CLI Benchmarks website. Executables only.

Archive: tar.gz | zip

Contents:

ahcbench.exe - Adaptive Huffman Compression benchmark - Phase Profile [1M instrs/interval]
lcscbench.exe - Compiler benchmark (GLR parsing algorithm)
SharpSATbench.exe - A clause-based satisfiability solver (CNF logic formula)