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QuACN (version 1.8.0)

QuACN: Quantitative Analysis of Complex Networks

Description

Quantitative Analysis of Complex Networks. This package offers a set of topological network measures to analyze complex Networks structurally.

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Version

Install

install.packages('QuACN')

Monthly Downloads

51

Version

1.8.0

License

LGPL

Maintainer

Karl Kugler

Last Published

November 19th, 2014

Functions in QuACN (1.8.0)

balabanJ

The Balaban J index
augmentedMatrix

Augmented Matrix
bonchev3

Mean information content of the distance equalities
balabanlike1

BALABAN-like information index U(G)
augmentedZagreb

Augmented Zagreb index
bonchev2

Magnitude-based information index by Bonchev I_D^W(G)
balabanID

Balaban ID number
balabanlike2

BALABAN-like information index XU(G)
atomBondConnectivity

Atom-bond connectivity (ABC) index
bertz

Bertz complexity index
bondOrderID

Conventional bond order ID number
chemicalElements

Information about chemical elements
degreeDistribution

Degree Distribution
complexityIndexB

The complexity index B
calculateDescriptors

Generalized descriptor calculation
compactness

Compactness
distanceDegreeCentric

Distance degree centric index
distanceCodeCentric

Distance code centric index
diameter

Diameter
connectivityID

Randi\'c connectivity ID number
distanceMatrix

Distance Matrix
distancePathMatrix

Distance Path Matrix
dobrynin

Dobrynin inidces
edgeDeletedSubgraphs

Edge-deleted subgraphs
distanceDegreeCompactness

Compactness measure based on distance degrees
distanceDegreeMIC

Mean information content of the distance degrees
edgeEqualityMIC

Mean information content on the edge equality
edgeMagnitudeMIC

Mean information content on the edge magnitude
distanceDegreeEquality

Mean information content of distance-degree equality
distSumConnectMatrix

Distance-sum-connectivity matrix
geometricArithmetic2

Second geometric-arithmetic index
efficiency

Efficiency complexity index
eigenvalueBased

Eigenvalue-based Descriptors
getLargestSubgraph

A function to extract the largest subgraph from a graphNEL object
getLabels

This method returns the label of a descripor as expression.
geometricArithmetic1

First geometric-arithmetic index
energy

Graph energy
extendedAdjacencyMatrix

Extended Adjacency Matrix
geometricArithmetic3

Third geometric-arithmetic index
estrada

Estrada index
graphIndexComplexity

Graph index complexity measure
huXuID

Hu-Xu ID number
harary

Harary Index
hyperDistancePathIndex

Hyper Distance Path Index
informationBondIndex

Information bond index
infoTheoreticLabeledE

Information functional for edge-labeled graphs
informationLayerIndex

Information layer index
infoTheoreticGCM

Information theoretic graph complexity meassures
graphDistanceComplexity

Graph distance complexity measure
globalClusteringCoeff

Global Clustering Coefficient
localClusteringCoeff

Local Clustering Coefficient
meanDistanceDeviation

Mean Distance Deviation
QuACN-package

QuACN: Quantitative Analysis of Complex Networks
radialCentric

Radial Centric Information Index
infoTheoreticLabeledV2

V2 information functional for vertex-labeled graphs
infoTheoreticLabeledV1

V1 information functional for vertex-labeled graphs
minBalabanID

Balaban ID number considering shortest paths only
randomWalkMatrix

Random Walk Markov Matrix
randic

Randic connectivity index
mediumArticulation

Medium articulation index
weightStrucFuncMatrix_exp

Weighted Structure Function Matrix
weightStrucFuncMatrix_lin

Weighted Structure Function Matrix
laplacianEstrada

Laplacian Estrada index
totalAdjacency

Index of total Adjacency
productOfRowSums

Product of Row Sums
primeID

Prime ID number
layerMatrix

Layer (sphere) matrix
zagreb2

Zagreb group index 2
twoEdgesDeletedSubgraphComplexity

Two-edges-deleted subgraph complexity
laplaceMatrix

Laplacian Matrix
laplacianEnergy

Laplacian energy of a graph
minConnectivityID

Connectivity ID number considering shortest paths only
modifiedZagreb

Modified Zagreb index
konstantinova

Konstantinova
vertConnectMatrix

Vertex Connectivity Matrix
infoTheoreticSum

Add the results of two information functionals
topologicalInfoContent

Topological Information Conten
variableZagreb

Variable Zagreb index
symmetryIndex

Symmetry Index
narumiKatayama

Narumi-Katayama index
vertexDegree

Vertex degree equality-based information index.
normalizedEdgeComplexity

Normalized Edge Complexity
weightedID

Weighted ID number
spanningTreeSensitivity

Spanning tree sensitivity measures
spectralRadius

Spectral radius
offdiagonal

Offdiagonal complexity index
oneEdgeDeletedSubgraphComplexity

One-edge-deleted subgraph complexity measures
wiener

Wiener index
zagreb1

Zagreb group index 1