We introduce a multifield comparison measure for scalar fields that helps in studying relations between them. The comparison measure is insensitive to noise in the scalar fields and to noise in their gradients. Further, it can be computed robustly and efficiently. Results from the visual analysis of various data sets from climate science and combustion applications demonstrate the effective use of the measure
Based on a set of morphological distances computed between the grayscale images (spatial fields) of ...
This paper develops a multivariable integrated evaluation (MVIE) method to measure the overall perf...
Modern unsteady (multi-)field visualizations require an effective reduction of the data to be displa...
Data from present day scientific simulations and observations of physical processes often consist of...
We present an approach to visualizing correlations in 3D multifield scalar data. The core of our app...
A single-valued wavelet-coefficient score is proposed for assessing the similarity of two-dimensiona...
Color mapping is a commonly used technique for visualizing scalar fields. While there exists advice ...
In topological data analysis and visualization, topological descriptors such as persistence diagrams...
A fundamental problem in visual data exploration concerns whether observed patterns are true or mere...
Scalar fields occur quite commonly in several application areas in both static and time-dependent fo...
Scientific phenomena are often studied through collections of related scalar fields such as data gen...
Several algorithms can effectively represent vector fields by texture-based representations, visuali...
International audienceThe Earth Mover's Distance (EMD) is a metric based on the theory of optimal tr...
This presentation lays the foundation of observation-free statistics, which is an approach that ex...
As with individual fields, one approach to visualizing multifields is to analyze the field and ident...
Based on a set of morphological distances computed between the grayscale images (spatial fields) of ...
This paper develops a multivariable integrated evaluation (MVIE) method to measure the overall perf...
Modern unsteady (multi-)field visualizations require an effective reduction of the data to be displa...
Data from present day scientific simulations and observations of physical processes often consist of...
We present an approach to visualizing correlations in 3D multifield scalar data. The core of our app...
A single-valued wavelet-coefficient score is proposed for assessing the similarity of two-dimensiona...
Color mapping is a commonly used technique for visualizing scalar fields. While there exists advice ...
In topological data analysis and visualization, topological descriptors such as persistence diagrams...
A fundamental problem in visual data exploration concerns whether observed patterns are true or mere...
Scalar fields occur quite commonly in several application areas in both static and time-dependent fo...
Scientific phenomena are often studied through collections of related scalar fields such as data gen...
Several algorithms can effectively represent vector fields by texture-based representations, visuali...
International audienceThe Earth Mover's Distance (EMD) is a metric based on the theory of optimal tr...
This presentation lays the foundation of observation-free statistics, which is an approach that ex...
As with individual fields, one approach to visualizing multifields is to analyze the field and ident...
Based on a set of morphological distances computed between the grayscale images (spatial fields) of ...
This paper develops a multivariable integrated evaluation (MVIE) method to measure the overall perf...
Modern unsteady (multi-)field visualizations require an effective reduction of the data to be displa...