project directories reorganization

benchmarks/old_opencl/guassian/README.txt

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+The Gaussian Elimination application solves systems of equations using the
+gaussian elimination method.
+
+The application analyzes an n x n matrix and an associated 1 x n vector to solve a 
+set of equations with n variables and n unknowns. The matrix and vector describe equations
+of the form:
+
+             a0x + b0y + c0z + d0w = e0
+             a1x + b1y + c1z + d1w = e1
+             a2x + b2y + c2z + d2w = e2
+             a3x + b3y + c3z + d3w = e3
+
+where in this case n=4.  The matrix for the above equations would be as follows:
+
+            [a0 b0 c0 d0]
+            [a1 b1 c1 d1]
+            [a2 b2 c2 d2]
+            [a3 b3 c3 d3]
+            
+and the vector would be:
+
+            [e0]
+            [e1]
+            [e2]
+            [e3]
+
+The application creates a solution vector:
+
+            [x]
+            [y]
+            [z]
+            [w]
+            
+
+The Makefile may need to be adjusted for different machines, but it was written for Mac OS X and
+Linux with either NVIDIA or AMD OpenCL SDKs.
+
+Additional input files can be created with the matrixGenerator.py file in the data folder.
+
+Gaussian Elimination Usage
+
+    gaussianElimination [filename] [-hqt] [-p [int] -d [int]]
+    
+    example:
+    $ ./gaussianElimination matrix4.txt
+    
+    filename     the filename that holds the matrix data
+    
+    -h, --help   Display the help file
+    -q           Quiet mode. Suppress all text output.
+    -t           Print timing information.
+    
+    -p [int]     Choose the platform (must choose both platform and device)
+    -d [int]     Choose the device (must choose both platform and device)
+    
+    
+    Notes: 1. The filename is required as the first parameter.
+           2. If you declare either the device or the platform,
+              you must declare both.
+