image-clustering | means clustering of media using CNN embeddings | Machine Learning library
kandi X-RAY | image-clustering Summary
kandi X-RAY | image-clustering Summary
K-means clustering of media using CNN embeddings and generated topics
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Top functions reviewed by kandi - BETA
- Performs semisupervised clustering .
- computes the cw for each folder
- Authenticate using the given code .
- Calculates the cw for a given J .
- Get the top tags in a folder .
- Get images from images folder
- Embed a binary image .
- Get the user s authorization code .
- K - Means clustering .
- insert clusters into cluster
image-clustering Key Features
image-clustering Examples and Code Snippets
Community Discussions
Trending Discussions on image-clustering
QUESTION
I Am trying to run a project from github , I am trying to cluster images, but when I run the project I get an error ValueError: Error when checking input: expected input_1 to have 4 dimensions, but got array with shape (500, 150528)
I tried to debug the project and I found that it caused by those two functions
ANSWER
Answered 2019-Nov-13 at 12:11QUESTION
code based on this article works as expected when I define only 3 clusters. But when I change the number of clusters, I do not get the equal number of clusters back.
...ANSWER
Answered 2019-Jun-25 at 12:18QUESTION
I just finished the Bayesian Analysis in Python book by Osvaldo Martin (great book to understand bayesian concepts and some fancy numpy indexing).
I really want to extend my understanding to bayesian mixture models for unsupervised clustering of samples. All of my google searches have led me to Austin Rochford's tutorial which is really informative. I understand what is happening but I am unclear in how this can be adapted to clustering (especially using multiple attributes for the cluster assignments but that is a different topic).
I understand how to assign the priors for the Dirichlet distribution
but I can't figure out how to get the clusters in PyMC3
. It looks like the majority of the mus
converge to the centroids (i.e. the means of the distributions I sampled from) but they are still separate components
. I thought about making a cutoff for the weights
(w
in the model) but that doesn't seem to work the way I imagined since multiple components
have slightly different mean parameters mus
that are converging.
How can I extract the clusters (centroids) from this PyMC3
model? I gave it a maximum of 15
components that I want to converge to 3
. The mus
seem to be at the right location but the weights are messed up b/c they are being distributed between the other clusters so I can't use a weight threshold (unless I merge them but I don't think that's the way it is normally done).
ANSWER
Answered 2017-Jan-31 at 04:15Using a couple of new-ish additions to pymc3
will help make this clear. I think I updated the Dirichlet Process example after they were added, but it seems to have been reverted to the old version during a documentation cleanup; I will fix that soon.
One of the difficulties is that the data you have generated is much more dispersed than the priors on the component means can accommodate; if you standardize your data, the samples should mix much more quickly.
The second is that pymc3
now supports mixture distributions where the indicator variable component
has been marginalized out. These marginal mixture distributions will help accelerate mixing and allow you to use NUTS (initialized with ADVI).
Finally, with these truncated versions of infinite models, when encountering computational problems, it is often useful to increase the number of potential components. I have found that K = 30
works better for this model than K = 15
.
The following code implements these changes and shows how the "active" component means can be extracted.
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Install image-clustering
You can use image-clustering like any standard Python library. You will need to make sure that you have a development environment consisting of a Python distribution including header files, a compiler, pip, and git installed. Make sure that your pip, setuptools, and wheel are up to date. When using pip it is generally recommended to install packages in a virtual environment to avoid changes to the system.
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