Functions for computing optimal convex combinations of
model selection criteria based on ranks, along with utility
functions for constructing model lists, MSCs, and priors on
model lists.

Constructions method of rectangular PBIB and rectangular right
angular PBIB(m) (m= 4,5 and 7) designs.
Mohamed LAIB, Imane REZGUI, Zoubida Gheribi-Aoulmi and Herve Monod
methods of construction of rectangular PBIB designs from a  rectangular association scheme and rectangular right angular PBIB(m) designs from rectangular right angular association scheme (m) (m= 4,5 and 7).

Construction Methods of some Series of PBIB Designs
Mohamed Laib, Imane Rezgui, Zebida Gheribi-Aoulmi and Herve Monod
Series of partially balanced incomplete block designs (PBIB) based on the combinatory method (S) introduced in (Imane Rezgui et al, 2014) <doi:10.3844/jmssp.2014.45.48>; and it gives their associated U-type design.
This version is a generalisation for (v=wnl) treatments. In the
version 1.0 we used rectangular right angular (m) association
schemes with (v=2nl) and m=4,5 and 7 associated classes. The
Association schemes used in this R-package are : Rectangular
association scheme; Generalized rectangular right angular
association scheme (4); Generalized rectangular right angular
association scheme (5); Generalized rectangular right angular
association scheme (7).

The Combinatory Method (s) to Construct a series of PBIB designs and we give their associated U-type design.

Alaa Ali, Marta Padilla and David R. Bickel
Suite of R functions for combination of probabilities using a game-theoretic method.

We offer two statistical tests to combine p-values: selfcontained.test vs competitive.test. The goal is to test whether a vector of pvalues are jointly significant when we combine them together.

Estimation of Optimal Portfolio Weights by Combining Simple
Portfolio Strategies
Estimation of optimal portfolio weights as combination of simple portfolio strategies, like the tangency, global minimum variance (GMV) or naive (1/N) portfolio. It is based on a utility maximizing 8-fund rule.