An approach for the comparison of pair distribution functions (PDFs) has been developed using a similarity measure based on cross‐correlation functions. The PDF is very sensitive to changes in the local structure, i.e. small deviations in the structure can cause large signal shifts and significant discrepancies between the PDFs. Therefore, a comparison based on pointwise differences (e.g. R values and difference curves) may lead to the assumption that the investigated PDFs as well as the corresponding structural models are not in agreement at all, whereas a careful visual inspection of the investigated structural models and corresponding PDFs may reveal a relatively good match. To quantify the agreement of different PDFs for those cases an ...
In computing the similarity of intervals, current similarity measures such as the commonly used Jacc...
In computing the similarity of intervals, current similarity measures such as the commonly used Jacc...
We describe a technique for comparing distributions without the need for density estimation as an in...
An approach for the comparison of pair distribution functions (PDFs) has been developed using a simi...
Similarity was measured by Bhattacharyya’s Affinity which ranges in value from 0 (no similarity) to ...
In the current research, we aim to define a new form of the similarity coefficient to compare the re...
The overlap coefficient () measures the similarity between two distributions through the overlapping...
We study the correlation between different sets of parton distributions (PDFs). Specifically, viewin...
[[abstract]]Statistical properties of several criteria for assessment of similarity between two diss...
A mixture model for ordinal data modelling (denoted CUB) has been recently proposed in literature. S...
This paper reports an analysis and comparison of the use of 51 different similarity coefficients for...
<p>(A) Frequency distribution of the correlation coefficient values. (B) Frequency distribution of n...
We introduce a new discrepancy score between two distributions that gives an indi-cation on their si...
We introduce a new discrepancy score between two distributions that gives an indi-cation on their si...
The main functions of the metric and correlation are disclosed in the article. The analysis of Hausd...
In computing the similarity of intervals, current similarity measures such as the commonly used Jacc...
In computing the similarity of intervals, current similarity measures such as the commonly used Jacc...
We describe a technique for comparing distributions without the need for density estimation as an in...
An approach for the comparison of pair distribution functions (PDFs) has been developed using a simi...
Similarity was measured by Bhattacharyya’s Affinity which ranges in value from 0 (no similarity) to ...
In the current research, we aim to define a new form of the similarity coefficient to compare the re...
The overlap coefficient () measures the similarity between two distributions through the overlapping...
We study the correlation between different sets of parton distributions (PDFs). Specifically, viewin...
[[abstract]]Statistical properties of several criteria for assessment of similarity between two diss...
A mixture model for ordinal data modelling (denoted CUB) has been recently proposed in literature. S...
This paper reports an analysis and comparison of the use of 51 different similarity coefficients for...
<p>(A) Frequency distribution of the correlation coefficient values. (B) Frequency distribution of n...
We introduce a new discrepancy score between two distributions that gives an indi-cation on their si...
We introduce a new discrepancy score between two distributions that gives an indi-cation on their si...
The main functions of the metric and correlation are disclosed in the article. The analysis of Hausd...
In computing the similarity of intervals, current similarity measures such as the commonly used Jacc...
In computing the similarity of intervals, current similarity measures such as the commonly used Jacc...
We describe a technique for comparing distributions without the need for density estimation as an in...