with LSH.
https://issues.apache.org/jira/browse/SPARK-2966
If you have designed the standardized clustering algorithms API, please let
me know.
best,
Yu Ishikawa
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, please let
me know.
best,
Yu Ishikawa
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Hi RJ, that sounds like a great idea. I'd be happy to look over what you put
together.
-- Jeremy
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, if useful.
-- Jeremy
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work
on this piece and / or have you use this as a jumping off point, if useful.
-- Jeremy
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I went ahead and created JIRAs.
JIRA for Hierarchical Clustering:
https://issues.apache.org/jira/browse/SPARK-2429
JIRA for Standarized Clustering APIs:
https://issues.apache.org/jira/browse/SPARK-2430
Before submitting a PR for the standardized API, I want to implement a
few clustering
Might be worth checking out scikit-learn and mahout to get some broad ideas—
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On Thu, Jul 10, 2014 at 4:25 PM, RJ Nowling rnowl...@gmail.com wrote:
I went ahead and created JIRAs.
JIRA for Hierarchical Clustering:
https://issues.apache.org/jira/browse/SPARK-2429
JIRA for
Thanks everyone for the input.
So it seems what people want is:
* Implement MiniBatch KMeans and Hierarchical KMeans (Divide and
conquer approach, look at DecisionTree implementation as a reference)
* Restructure 3 Kmeans clustering algorithm implementations to prevent
code duplication and
Cool seems like a god initiative. Adding a couple extra high quality clustering
implantations will be great.
I'd say it would make most sense to submit a PR for the Standardised API first,
agree that with everyone and then build on it for the specific implementations.
—
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Hi all,
MLlib currently has one clustering algorithm implementation, KMeans.
It would benefit from having implementations of other clustering
algorithms such as MiniBatch KMeans, Fuzzy C-Means, Hierarchical
Clustering, and Affinity Propagation.
I recently submitted a PR [1] for a MiniBatch
I would say for bigdata applications the most useful would be hierarchical
k-means with back tracking and the ability to support k nearest centroids.
On Tue, Jul 8, 2014 at 10:54 AM, RJ Nowling rnowl...@gmail.com wrote:
Hi all,
MLlib currently has one clustering algorithm implementation,
Thanks, Hector! Your feedback is useful.
On Tuesday, July 8, 2014, Hector Yee hector@gmail.com wrote:
I would say for bigdata applications the most useful would be hierarchical
k-means with back tracking and the ability to support k nearest centroids.
On Tue, Jul 8, 2014 at 10:54 AM, RJ
Hector, could you share the references for hierarchical K-means? thanks.
On Tue, Jul 8, 2014 at 1:01 PM, Hector Yee hector@gmail.com wrote:
I would say for bigdata applications the most useful would be hierarchical
k-means with back tracking and the ability to support k nearest centroids.
Having a common framework for clustering makes sense to me. While we
should be careful about what algorithms we include, having solid
implementations of minibatch clustering and hierarchical clustering seems
like a worthwhile goal, and we should reuse as much code and APIs as
reasonable.
On
No idea, never looked it up. Always just implemented it as doing k-means
again on each cluster.
FWIW standard k-means with euclidean distance has problems too with some
dimensionality reduction methods. Swapping out the distance metric with
negative dot or cosine may help.
Other more useful
sure. more interesting problem here is choosing k at each level. Kernel
methods seem to be most promising.
On Tue, Jul 8, 2014 at 1:31 PM, Hector Yee hector@gmail.com wrote:
No idea, never looked it up. Always just implemented it as doing k-means
again on each cluster.
FWIW standard
The scikit-learn implementation may be of interest:
http://scikit-learn.org/stable/modules/generated/sklearn.cluster.Ward.html#sklearn.cluster.Ward
It's a bottom up approach. The pair of clusters for merging are
chosen to minimize variance.
Their code is under a BSD license so it can be used
K doesn't matter much I've tried anything from 2^10 to 10^3 and the
performance
doesn't change much as measured by precision @ K. (see table 1
http://machinelearning.wustl.edu/mlpapers/papers/weston13). Although 10^3
kmeans did outperform 2^10 hierarchical SVD slightly in terms of the
metrics,
No was thinking more top-down:
assuming a distributed kmeans system already existing, recursively apply
the kmeans algorithm on data already partitioned by the previous level of
kmeans.
I haven't been much of a fan of bottom up approaches like HAC mainly
because they assume there is already a
If you're thinking along these lines, have a look at the DecisionTree
implementation in MLlib. It uses the same idea and is optimized to prevent
multiple passes over the data by computing several splits at each level of
tree building. The tradeoff is increased model state and computation per
pass
Yeah if one were to replace the objective function in decision tree with
minimizing the variance of the leaf nodes it would be a hierarchical
clusterer.
On Tue, Jul 8, 2014 at 2:12 PM, Evan R. Sparks evan.spa...@gmail.com
wrote:
If you're thinking along these lines, have a look at the
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Hi there,
I just created an issue [1] for MLlib on Jira. I also want to contribute a
fix, is it a good idea to submit a PR on github [2] ?
Should I also mention the issue on this list ?
Thanks
Eustache
[1] https://issues.apache.org/jira/browse/SPARK-2341
[2]
Yes it would be great to mention the JIRA ticket number on the pull
request. Thanks!
On Wed, Jul 2, 2014 at 1:01 AM, Eustache DIEMERT eusta...@diemert.fr
wrote:
Hi there,
I just created an issue [1] for MLlib on Jira. I also want to contribute a
fix, is it a good idea to submit a PR on
guys??? anyone???
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On Wed, Jul 2, 2014 at 11:02 AM, salexln sale...@gmail.com wrote:
guys??? anyone???
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thanks for the response !
that's is exactly the way i wanted to implement it :)
I will create JIRA ticket and a request.
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I opened a JIRA (https://issues.apache.org/jira/browse/SPARK-2344)
and a pull request for this (https://github.com/salexln/spark/pull/1)
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and a pull request for this (https://github.com/salexln/spark/pull/1)
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Yes, that's what we did: adding two gradient functions to Gradient.scala and
create PoissonRegression and GammaRegression using these gradients. We made
a PR on this.
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Well, as you said, MLLib already supports GLM in a sense. Except they only
support two link functions - identity (linear regression) and logit
(logistic regression). It should not be too hard to add other link
functions, as all you have to do is add a different gradient function for
Poisson/Gamma,
Hi,
I am an intern at PalantirTech and we are building some stuff on top of
MLlib. In Particular, GLM is of great interest to us. Though
GeneralizedLinearModel in MLlib 1.0.0 has some important GLMs such as
Logistic Regression, Linear Regression, some other important GLMs like
Poisson Regression
Hi Xiaokai,
I think MLLib is definitely interested in supporting additional GLMs. I'm
not aware of anybody working on this at the moment.
-Sandy
On Tue, Jun 17, 2014 at 5:00 PM, Xiaokai Wei x...@palantir.com wrote:
Hi,
I am an intern at PalantirTech and we are building some stuff on top
Hi Xiaokai,
Also take a look through Xiangrui's slides from HadoopSummit a few weeks
back: http://www.slideshare.net/xrmeng/m-llib-hadoopsummit The roadmap
starting at slide 51 will probably be interesting to you.
Andrew
On Tue, Jun 17, 2014 at 7:37 PM, Sandy Ryza sandy.r...@cloudera.com
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