Analysis of Symbolic Data
By H. Bock, E. Diday. 2000
472 citations recorded by the source corpus.
Subfields: Computational Mechanics, Computational Theory and Mathematics, Computer Vision and Pattern Recognition
View Paper: https://www.semanticscholar.org/paper/7d9b293a28e0162a08c81d5bc29db55d55411c69
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Computational Mechanics
- J. Cadima
- Francisco de Assis Tenório de Carvalho
- Ian T. Jolliffe
- Markus Hegland
- Duarte Silva
- Paula Britoa
- Pedro Duarte Silvab
- E. L. Neto
In Computational Theory and Mathematics
- Francisco de Assis Tenório de Carvalho
- Ian T. Jolliffe
- Markus Hegland
- Duarte Silva
- Paula Britoa
- Pedro Duarte Silvab
- E. L. Neto
In Computer Vision and Pattern Recognition
- Francisco de Assis Tenório de Carvalho
- Ian T. Jolliffe
- Markus Hegland
- Duarte Silva
- Paula Britoa
- Pedro Duarte Silvab
- E. L. Neto
- J. Cadima
Citations in the corpus
- Data Mining Techniques (2001, background): “These characteristics may be symbolic objects (Bock and Diday 2000) including sets, intervals and frequency distributions, but in this discussion we will mainly contain our discussion to features which are either continuous variables or categorical.”
- Principal component analysis: a review and recent developments (2016, background): “There is a recent body of work with so-called symbolic data, which is a general designation for more complex data structures, such as intervals or histograms [47,48].”
- Modelling interval data with Normal and Skew-Normal distributions (2012, methodology): “Symbolic data analysis [5,7,11] provides a framework where new variable types allow to take directly into account variability and/or uncertainty associated to each single “individual”, avoiding restrictive summarizations to impose a fit to the classical representation structure.”
- Centre and Range method for fitting a linear regression model to symbolic interval data (2008, methodology): “…of SDA is to provide suitable methods (clustering, factorial techniques, decision trees, etc.) for managing aggregated data described by multi-valued variables, for which the cells of the data table contain sets of categories, intervals or weight (probability) distributions (Bock and Diday, 2000).”