Amir Rahnama created MAHOUT-1414:
Summary: Mahout Stream Analysis Package
Key: MAHOUT-1414
URL: https://issues.apache.org/jira/browse/MAHOUT-1414
Project: Mahout
Issue Type: New Feature
Till Rohrmann created MAHOUT-1415:
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Summary: Clone method on sparse matrices fails if there is an
empty row which has not been set explicitly
Key: MAHOUT-1415
URL:
Cool find, Till. Can you provide a patch?
On 02/11/2014 12:58 PM, Till Rohrmann (JIRA) wrote:
Till Rohrmann created MAHOUT-1415:
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Summary: Clone method on sparse matrices fails if there is an
empty row which has not been set explicitly
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Till Rohrmann updated MAHOUT-1415:
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Status: Patch Available (was: Open)
Clone method on sparse matrices fails if there is an
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Till Rohrmann updated MAHOUT-1415:
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Attachment: MAHOUT-1415.patch
Clone method on sparse matrices fails if there is an empty row
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Ted Dunning commented on MAHOUT-1414:
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Happy to help.
Can you say what your
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Amir Rahnama commented on MAHOUT-1414:
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Well there are a lot of algorithms such as
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Suneel Marthi commented on MAHOUT-1414:
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Have you looked at Project Samoa -
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Amir Rahnama commented on MAHOUT-1414:
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Thanks Sunneel. I will look at it.
Don't
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Ted Dunning commented on MAHOUT-1414:
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Mahout has quite a number of algorithms for
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Sebastian Schelter reassigned MAHOUT-1415:
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Assignee: Sebastian Schelter
Clone method on sparse matrices fails if there
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Sebastian Schelter resolved MAHOUT-1415.
Resolution: Fixed
fixed, thank you Till!
Clone method on sparse matrices fails
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Hudson commented on MAHOUT-1415:
SUCCESS: Integrated in Mahout-Quality #2470 (See
Here's a draft of the Release Notes for Mahout 0.9, Please review the same.
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The Apache Mahout PMC is pleased to announce the release of Mahout 0.9.
Mahout's goal is to build scalable machine learning libraries focused
primarily in the areas of collaborative
Just asking for possible replacement of our Lanczos-based PageRank
implementation. - Peng
SSVD is very probably better than Lanczos for any large decomposition.
That said, it does SVD, not eigen decomposition which means that the
question of symmetrical matrices or positive definiteness doesn't much
matter.
Do you really need eigen-decomposition?
On Tue, Feb 11, 2014 at 2:55 PM,
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