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New Post: Matrix Inversion does not give an error?

Thanks for the answer! The determinant gave zero. I will use the determinant to check for invertibility, even this is not a sufficient constraint. (But suitable in my case) There is as well the...

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New Post: Matrix Inversion does not give an error?

You can also use the SVD decomposition instead of LU, which provides a condition number to get an idea how ill-conditioned the matrix is. You're right, Inverse and Determinant (and also...

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New Post: MILU(0) preconditioner

I wrote a milu(0) preconditioner which is a lot faster than your incomplete LU implementation and can reduce the number of iterations considerably (compared to standard ilu(0)). Feel free to include it...

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New Post: MILU(0) preconditioner

Excellent, thanks! Yes, I'll include it into the library. I've noticed that the existing ILU(0) and ILUTP implementations do not actually leverage the sparse storage format at all yet, which may...

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New Post: MILU(0) preconditioner

PS: how should I refer to you for credits at least in the release notes? Just "wo80"? Thanks, Christoph

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New Post: MILU(0) preconditioner

You can use my full name there (Christian Woltering). BTW, the code is part of a major rewrite of the sparse matrix operations (with focus on performance). Most of the code comes from Saad's SPARSKIT....

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Created Unassigned: (Very, very) Minor Documentation Fix [5731]

Hi,Exception calling "AddData" with "1" argument(s): "The histogram does not __contains__ the value."At C:\MyProgramFiles\Scripts\test_mathnet_numerics_operations.ps1:351 char:13+ foreach {...

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New Post: MILU(0) preconditioner

For completeness: the complex version works just the same. Replace all 'double' with 'Complex' and that's it.

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New Post: MILU(0) preconditioner

Thanks. Yes, that would be great! Btw, I've noticed in MILU(0) you had converted to the common CSR format where the number of non-zero values is stored in an additional field of the row pointers array....

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New Post: MILU(0) preconditioner

Complex: thanks - I'll make it available for all 4 types

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Source code checked in, #e098656b080d8c359baae0703b5ac1ff01df4fb6

Resources: fix typo in histogram exception message.

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Closed Unassigned: (Very, very) Minor Documentation Fix [5731]

Hi,Exception calling "AddData" with "1" argument(s): "The histogram does not __contains__ the value."At C:\MyProgramFiles\Scripts\test_mathnet_numerics_operations.ps1:351 char:13+ foreach {...

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Commented Unassigned: (Very, very) Minor Documentation Fix [5731]

Hi,Exception calling "AddData" with "1" argument(s): "The histogram does not __contains__ the value."At C:\MyProgramFiles\Scripts\test_mathnet_numerics_operations.ps1:351 char:13+ foreach {...

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New Post: MILU(0) preconditioner

Finally the fix for CSR storage! Really like what you're doing for v3 ... But you have introduced a bug in the MILU0 code. Arrays for MSR storage have to be (nonzeros + 1) long! So_alu = new...

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New Post: MILU(0) preconditioner

doh - maybe I shoudn't do any refactoring at 2am. Thanks for pointing this out!

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New Post: Profiling code that calls Matrix multipication

I've been trying to profile my app with JetBrains dottrace performance. The problem is when I profile it with thread cycle time, CacheObliviousMatrixMultiply takes forever. Simple log4net tracing...

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New Post: Profiling code that calls Matrix multipication

What could work without much changes is to use the MKL native provider. The multiplication is then be performed in native code, which the profiler probably treats as a black box call. Using a native...

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New Post: Using Math.NET in VB.NET

Hi, In general, you'd first create a matrix, then factorize it (.Evd() method). On the returned EVD factorization you can then access the resulting eigen-values. I recommend to use the v3.0 alpha...

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New Post: Profiling code that calls Matrix multipication

That speeds up my code a lot, and allowed me to find other bottlenecks with my profiler. I've gone from ~25 seconds a call to 3-6 seconds a call.

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New Post: Using 3.0 alpha in production

Would you recommend upgrading to 3.0 alpha for more speed? Has it been well tested for correctness? My current hotspot in the math.net numerics is RankCorrelation.

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