Add Kernel density estimation for 1 dimension. Major Features and Improvements add correlation method to FitResult Gaussian (Truncated) Kernel Density Estimation in one dimension zfit.pdf.GaussianKDE1DimV1 implementation with fixed and adaptive bandwidth added as V1. This is a feature that needs to be improved and feedback is welcome Non-relativistic Breit-Wigner PDF, called Cauchy, implementation added. Breaking changes change human-readable name of Gauss, Uniform and TruncatedGauss to remove the '_tfp' at the end of the name Bug fixes and small changes fix color wrong in printout of results, params packaging: moved to pyproject.toml and a setup.cfg mainly, development requirements can be installed with the dev extra as (e.g.) pip ins...
Kernel density estimation in 1d and 2d. Python re-implementation of Matlab code published by Zdravk...
AbstractNumerous facets of scientific research implicitly or explicitly call for the estimation of p...
It seems that the curve of the Gaussian kernel density estimate is often flat as compared with that ...
Kernel Density Estimation in 1 dimension for large data sets. Overview (https://zfit.readthedocs.io/...
Upgrade to TensorFlow 2.3 and support for weighted hessian error estimation. Added a one dimensional...
Model manipulation and fitting library based on TensorFlow and optimised for simple and direct manip...
To assess the goodness-of-fit of a sample to a continuous random distribution, the most popular appr...
With 0.3.2, bugfixes and three changes in the API/behavior Breaking changes tfp distributions wrapp...
Major Features and Improvements reduce the memory footprint on (some) fits, especially repetitive (...
Density-based modeling of visual features is very common in computer vision research due to the unce...
De Bruin et al. (Comput. Statist. Data Anal. 30 (1999) 19) provide a unique method to estimate the p...
Numerous facets of scientific research implicitly or explicitly call for the estimation of probabili...
<p>The dark line represents the kernel density estimate while the grey lines are scaled Gaussian ker...
• What are the statistical properties of kernel functions on estimators? • What influence does the s...
The ROOT Mathematical and Statistical libraries have been recently improved both to increase their p...
Kernel density estimation in 1d and 2d. Python re-implementation of Matlab code published by Zdravk...
AbstractNumerous facets of scientific research implicitly or explicitly call for the estimation of p...
It seems that the curve of the Gaussian kernel density estimate is often flat as compared with that ...
Kernel Density Estimation in 1 dimension for large data sets. Overview (https://zfit.readthedocs.io/...
Upgrade to TensorFlow 2.3 and support for weighted hessian error estimation. Added a one dimensional...
Model manipulation and fitting library based on TensorFlow and optimised for simple and direct manip...
To assess the goodness-of-fit of a sample to a continuous random distribution, the most popular appr...
With 0.3.2, bugfixes and three changes in the API/behavior Breaking changes tfp distributions wrapp...
Major Features and Improvements reduce the memory footprint on (some) fits, especially repetitive (...
Density-based modeling of visual features is very common in computer vision research due to the unce...
De Bruin et al. (Comput. Statist. Data Anal. 30 (1999) 19) provide a unique method to estimate the p...
Numerous facets of scientific research implicitly or explicitly call for the estimation of probabili...
<p>The dark line represents the kernel density estimate while the grey lines are scaled Gaussian ker...
• What are the statistical properties of kernel functions on estimators? • What influence does the s...
The ROOT Mathematical and Statistical libraries have been recently improved both to increase their p...
Kernel density estimation in 1d and 2d. Python re-implementation of Matlab code published by Zdravk...
AbstractNumerous facets of scientific research implicitly or explicitly call for the estimation of p...
It seems that the curve of the Gaussian kernel density estimate is often flat as compared with that ...