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agop (version 0.1-4)

Aggregation Operators and Preordered Sets

Description

Tools supporting multi-criteria decision making, including variable number of criteria, by means of aggregation operators and preordered sets. Possible applications include, but are not limited to, scientometrics and bibliometrics.

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Version

Install

install.packages('agop')

Monthly Downloads

439

Version

0.1-4

License

LGPL (>= 3)

Maintainer

Marek Gagolewski

Last Published

September 14th, 2014

Functions in agop (0.1-4)

rpareto2

Pareto Type-II (Lomax) Distribution
get_independent_sets

Get All Maximal Independent Sets
index_maxprod

Kosmulski's MAXPROD-index
pareto2_test_f

Two-Sample F-test For Equality of Shape Parameters for Type II-Pareto Distributions
de_transitive

De-transitivitize Graph
rel_graph

Create Adjacency Matrix of Given Binary Relation
pord_weakdom

Weak Dominance Relation (Preorder)
owmax

WMax, WMin, OWMax, and OWMin Operators
owa

WAM and OWA Operators
agop-package

Aggregation Operators Package for R
is_total

Check if Given Adjacency Matrix is Total
index_lp

The l_p-index
get_incomparable_pairs

Get Incomparable Pairs in an Adjacency Matrix
pareto2_estimate_mle

Parameter Estimation in the Pareto-II Distribution (MLE)
index_w

Woeginger's w-index
index_h

Hirsch's h-index
index_g

Egghe's g-index
get_equivalence_classes

Get All Equivalence Classes of a Total Binary Relation
closure_total_fair

Total Closure of Adjacency Matrix [Fair Totalization]
pareto2_estimate_mmse

Parameter Estimation in the Pareto-II Distribution (MMSE)
plot_producer

Draws a Graphical Representation of a Given Vector
index_rp

The r_p-index
is_reflexive

Check if Given Adjacency Matrix is Reflexive
closure_transitive

Transitive Closure of Adjacency Matrix
is_transitive

Check if Given Adjacency Matrix is Transitive