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NNS  

Nonlinear Nonparametric Statistics
View on CRAN: Click here


Download and install NNS package within the R console
Install from CRAN:
install.packages("NNS")

Install from Github:
library("remotes")
install_github("cran/NNS")

Install by package version:
library("remotes")
install_version("NNS", "10.7")



Attach the package and use:
library("NNS")
Maintained by
Fred Viole
[Scholar Profile | Author Map]
All associated links for this package
First Published: 2016-04-06
Latest Update: 2024-03-07
Description:
Nonlinear nonparametric statistics using partial moments. Partial moments are the elements of variance and asymptotically approximate the area of f(x). These robust statistics provide the basis for nonlinear analysis while retaining linear equivalences. NNS offers: Numerical integration, Numerical differentiation, Clustering, Correlation, Dependence, Causal analysis, ANOVA, Regression, Classification, Seasonality, Autoregressive modeling, Normalization, Stochastic dominance and Advanced Monte Carlo sampling. All routines based on: Viole, F. and Nawrocki, D. (2013), Nonlinear Nonparametric Statistics: Using Partial Moments (ISBN: 1490523995).
How to cite:
Fred Viole (2016). NNS: Nonlinear Nonparametric Statistics. R package version 10.7, https://cran.r-project.org/web/packages/NNS
Previous versions and publish date:
0.1.1 (2016-04-06 15:56), 0.1.3 (2016-04-21 22:12), 0.1.6 (2016-05-11 06:18), 0.1.9.2 (2016-06-14 20:34), 0.1.9.4 (2016-07-30 09:30), 0.1.9 (2016-05-29 16:48), 0.1 (2016-04-05 08:14), 0.2.0 (2016-08-18 10:02), 0.2.1 (2016-09-13 21:19), 0.2.2 (2016-09-29 08:02), 0.2.3 (2016-10-21 18:41), 0.2.4 (2016-11-28 08:21), 0.2.5 (2017-01-11 00:39), 0.2.6 (2017-02-12 08:31), 0.3.0.1 (2017-03-11 18:56), 0.3.0 (2017-03-10 00:43), 0.3.1 (2017-03-31 18:24), 0.3.2 (2017-05-01 12:19), 0.3.3 (2017-06-03 00:22), 0.3.4 (2017-06-27 17:50), 0.3.5 (2017-07-23 18:24), 0.3.6 (2017-08-15 23:39), 0.3.7 (2017-09-30 20:47), 0.3.8.1 (2017-12-08 17:07), 0.3.8.2 (2018-01-08 20:57), 0.3.8.3 (2018-02-16 20:06), 0.3.8.4 (2018-03-17 07:21), 0.3.8.6 (2018-04-16 13:11), 0.3.8.7 (2018-05-15 18:46), 0.3.8.8 (2019-03-04 14:20), 0.3.8 (2017-11-13 06:29), 0.3.9 (2019-04-15 16:22), 0.4.0 (2019-05-14 20:30), 0.4.1 (2019-06-10 23:40), 0.4.2 (2019-06-11 18:20), 0.4.3 (2019-07-19 18:40), 0.4.4 (2019-08-08 17:50), 0.4.5 (2019-09-09 18:40), 0.4.6 (2019-10-07 17:40), 0.4.7.1 (2019-11-21 01:00), 0.4.7 (2019-11-19 19:20), 0.4.8 (2020-01-08 11:00), 0.4.9 (2020-02-13 18:00), 0.5.0 (2020-03-17 15:40), 0.5.1 (2020-04-15 20:20), 0.5.2.1 (2020-05-19 16:00), 0.5.2 (2020-05-17 17:50), 0.5.3 (2020-06-20 00:50), 0.5.4.1 (2020-07-01 14:00), 0.5.4.2 (2020-07-01 15:10), 0.5.4.3 (2020-08-01 02:20), 0.5.4 (2020-06-29 18:30), 0.5.5 (2020-09-02 08:50), 0.5.6 (2020-12-03 19:50), 0.5.7 (2021-01-05 15:20), 0.6.1 (2021-03-15 02:50), 0.6.2 (2021-03-15 13:50), 0.6.3.1 (2021-04-20 23:30), 0.6.3.2 (2021-04-21 11:30), 0.6 (2021-02-04 06:50), 0.7.0.1 (2021-05-27 02:20), 0.7.0 (2021-05-25 18:00), 0.7.1 (2021-06-26 01:20), 0.7.2 (2021-08-06 23:40), 0.8.0 (2021-09-13 17:30), 0.8.1 (2021-09-20 20:30), 0.8.2 (2021-09-27 16:00), 0.8.3 (2021-11-23 17:30), 0.8.4.1 (2022-01-13 11:12), 0.8.4 (2022-01-12 14:52), 0.8.5 (2022-03-08 17:30), 0.8.61 (2022-04-05 00:50), 0.8.70 (2022-04-24 16:30), 0.9.0 (2022-08-06 09:30), 0.9.1 (2022-08-22 09:50), 0.9.2.1 (2022-09-29 13:10), 0.9.2 (2022-09-23 22:00), 0.9.3 (2022-11-03 23:20), 0.9.4 (2022-12-01 20:30), 0.9.5 (2023-01-08 01:20), 0.9.6.1 (2023-03-08 17:40), 0.9.6 (2023-03-08 09:50), 0.9.7 (2023-04-11 22:50), 0.9.8 (2023-05-17 08:30), 0.9.9.1 (2023-06-15 06:30), 0.9.9 (2023-05-19 11:50), 10.0 (2023-07-15 23:30), 10.1 (2023-08-26 15:50), 10.2 (2023-10-03 15:00), 10.3 (2023-11-10 11:00), 10.4 (2023-11-27 20:20), 10.5 (2024-01-10 11:23), 10.6 (2024-02-20 09:10), 10.7 (2024-03-07 01:10), 10.8.1 (2024-05-11 19:33), 10.8 (2024-04-19 09:02)
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