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Deep Convolutional Embedding for
Digitized Painting Clustering
Giovanna Castellano, Gennaro Vessio
Department of Computer Science,
University of Bari, Italy
name.surname@uniba.it
Art & Science
Cultural heritage, in particular visual arts, are of
inestimable importance for the cultural, historical
and economic growth of our societies
In recent years, a large scale digitization effort has
led to an increasing availability of large digitized art
collections, e.g. WikiArt
This availability, coupled with the recent advances in
Pattern Recognition and Computer Vision, has
opened new opportunities for computer science
research to assist the art community with automatic
tools
2
Motivations
Human beings find similarity relationships among
paintings based on their aesthetic perception
This perception (which can also be influenced by
subjective experience) is:
➔ extremely hard to conceptualize
➔ difficult to translate into features and labels
Our goal is to develop an automatic tool to group
digital paintings based on:
➔ “visual” features
➔ an unsupervised approach
3
Limitations of
traditional methods
➔ Applying traditional algorithms like k-means on
the high-dimensional raw pixel space can be
ineffective
➔ The application of reduction techniques, such
as PCA, can ignore nonlinear relationships
between the original input and the latent space
➔ Some variants of k-means (e.g., spectral
clustering) are computationally expensive as the
data grows
➔ Engineering meaningful features based on
domain knowledge is extremely difficult
4
Deep Convolutional
Embedding
Clustering
5
We propose to use a deep convolutional embedding
model for digitized painting clustering
Mapping the raw input data to an abstract, latent
space is jointly optimized with the task of finding a set
of cluster centroids in this latent feature space
Experiment
To evaluate the effectiveness of the method, we used
a database that collects paintings of 50 very popular
artists belonging to 9 stylistic periods:
➔ Gothic
➔ Renaissance
➔ …
6
Quantitative results
Silhouette coefficient (compared to other deep
clustering methods)
7
Quantitative results
Calinski-Harabasz index (compared to other deep
clustering methods)
8
Qualitative results
9
With 3 clusters, these look well separated
Qualitative results
10
The same holds for 7 clusters
Conclusion
Encouraging results have been obtained, which
confirm the effectiveness of the deep clustering
approach to address highly complex image domains,
such as the artistic one
When the granularity of clustering is coarse, the model
takes into account more general features, mainly
related to the artistic style
When the granularity is finer, the model begins to use
content features and tends to group works regardless
of the corresponding painting school
In the future, we would like to discard traditional
distance measures to find clusters in the feature
space, relying on a metric learning approach
11
Thank you!
12

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Deep Convolutional Embedding for Digitized Painting Clustering

  • 1. Deep Convolutional Embedding for Digitized Painting Clustering Giovanna Castellano, Gennaro Vessio Department of Computer Science, University of Bari, Italy name.surname@uniba.it
  • 2. Art & Science Cultural heritage, in particular visual arts, are of inestimable importance for the cultural, historical and economic growth of our societies In recent years, a large scale digitization effort has led to an increasing availability of large digitized art collections, e.g. WikiArt This availability, coupled with the recent advances in Pattern Recognition and Computer Vision, has opened new opportunities for computer science research to assist the art community with automatic tools 2
  • 3. Motivations Human beings find similarity relationships among paintings based on their aesthetic perception This perception (which can also be influenced by subjective experience) is: ➔ extremely hard to conceptualize ➔ difficult to translate into features and labels Our goal is to develop an automatic tool to group digital paintings based on: ➔ “visual” features ➔ an unsupervised approach 3
  • 4. Limitations of traditional methods ➔ Applying traditional algorithms like k-means on the high-dimensional raw pixel space can be ineffective ➔ The application of reduction techniques, such as PCA, can ignore nonlinear relationships between the original input and the latent space ➔ Some variants of k-means (e.g., spectral clustering) are computationally expensive as the data grows ➔ Engineering meaningful features based on domain knowledge is extremely difficult 4
  • 5. Deep Convolutional Embedding Clustering 5 We propose to use a deep convolutional embedding model for digitized painting clustering Mapping the raw input data to an abstract, latent space is jointly optimized with the task of finding a set of cluster centroids in this latent feature space
  • 6. Experiment To evaluate the effectiveness of the method, we used a database that collects paintings of 50 very popular artists belonging to 9 stylistic periods: ➔ Gothic ➔ Renaissance ➔ … 6
  • 7. Quantitative results Silhouette coefficient (compared to other deep clustering methods) 7
  • 8. Quantitative results Calinski-Harabasz index (compared to other deep clustering methods) 8
  • 9. Qualitative results 9 With 3 clusters, these look well separated
  • 10. Qualitative results 10 The same holds for 7 clusters
  • 11. Conclusion Encouraging results have been obtained, which confirm the effectiveness of the deep clustering approach to address highly complex image domains, such as the artistic one When the granularity of clustering is coarse, the model takes into account more general features, mainly related to the artistic style When the granularity is finer, the model begins to use content features and tends to group works regardless of the corresponding painting school In the future, we would like to discard traditional distance measures to find clusters in the feature space, relying on a metric learning approach 11