Robust robotic localization and mapping, together with NavAbility(TM). Reach out to info@wherewhen.ai for help.
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Updated
Dec 17, 2024 - Julia
Robust robotic localization and mapping, together with NavAbility(TM). Reach out to info@wherewhen.ai for help.
A Python package for survival analysis. The most flexible survival analysis package available. SurPyval can work with arbitrary combinations of observed, censored, and truncated data. SurPyval can also fit distributions with 'offsets' with ease, for example the three parameter Weibull distribution.
Multivariate Local Polynomial Regression and Radial Basis Function Regression
JumpDiff: Non-parametric estimator for Jump-diffusion processes for Python
Python code for calculating non-parametric morphological diagnostics of galaxy images.
A data-driven approach for interactively synthesizing diverse images from semantic label maps.
Parametric and non-parametric statistical tests
Repo containing code for Towards Data Science articles
This code belongs to ACL conference paper entitled as "An Online Semantic-enhanced Dirichlet Model for Short Text Stream Clustering"
An R package for kernel density estimation with parametric starts and asymmetric kernels.
An algorithm that decimates a curve composed of line segments to a similar curve with fewer points.
Python module for computing Symbolic Mutual Information and symbolic Transfer of Entropy
Non-parametric method for estimating regime change in bivariate time series setting.
A 30+ node flowchart for selecting the right statistical test for evaluating experimental data.
UAP-BEV: Uncertainty Aware Planning in Bird's Eye View Generated from Monocular Images (CASE' 23)
This is the R code for several common non-parametric methods (kernel est., mean regression, quantile regression, boostraps) with both practical applications on data and simulations
Tool for non-parametric curve fitting using local polynomials.
Generalized Pairwise Comparisons
NORTA.jl implements the Normal to Anything (NORTA) concept, leveraging Julia's framework to provide a unique approach that utilizes non-parametric distribution fitting methods, thereby enhancing efficiency by eliminating the need for explicit correlation matrix computations.
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