degreenet: Models for Skewed Count Distributions Relevant to Networks

Likelihood-based inference for skewed count distributions used in network modeling. "degreenet" is a part of the "statnet" suite of packages for network analysis.

Install the latest version of this package by entering the following in R:
install.packages("degreenet")
AuthorMark S. Handcock <handcock@stat.ucla.edu>
Date of publication2015-04-19 07:51:01
MaintainerMark S. Handcock <handcock@stat.ucla.edu>
LicenseGPL-3 + file LICENSE
Version1.3-1
http://statnet.org

View on CRAN

Man pages

acmpmle: Conway Maxwell Poisson Modeling of Discrete Data

adqemle: Discrete version of q-Exponential Modeling of Discrete Data

aplnmle: Poisson Lognormal Modeling of Discrete Data

arplnmle: Rounded Poisson Lognormal Modeling of Discrete Data

awarmle: Waring Modeling of Discrete Data

ayulemle: Yule Distribution Modeling of Discrete Data

bsdp: Calculate Bootstrap Estimates and Confidence Intervals for...

bsnb: Calculate Bootstrap Estimates and Confidence Intervals for...

bspln: Calculate Bootstrap Estimates and Confidence Intervals for...

bswar: Calculate Bootstrap Estimates and Confidence Intervals for...

bsyule: Calculate Bootstrap Estimates and Confidence Intervals for...

degreenet-internal: Internal degreenet Objects

degreenet-package: Models for Skewed Count Distributions Relevant to Networks

gyulemle: Models for Count Distributions

llgyule: Calculate the Conditional log-likelihood for Count...

llgyuleall: Calculate the log-likelihood for Count Distributions

llpln: Calculate the Conditional log-likelihood for the Poisson...

llyule: Calculate the Conditional log-likelihood for Count...

llyuleall: Calculate the log-likelihood for Count Distributions

reedmolloy: Generate a (non-random) network with a given degree sequence

ryule: Generate a (non-random) network from a Yule Distribution

simcmp: Simulate from a Conway Maxwell Poisson Distribution

simdp: Simulate from a Discrete Pareto Distribution

simnb: Simulate from a Negative Binomial Distribution

simpln: Simulate from a Poisson Lognormal Distribution

simwar: Simulate from a Waring Distribution

simyule: Simulate from a Yule Distribution

sweden: Number of sex partners in the last 12 months for men and...

Functions

acmpmle Man page
adpmle Man page
adpmlef Man page
adqemle Man page
ageomle Man page
aghdimle Man page
agpmle Man page
agwmle Man page
agy0mle Man page
agymle Man page
amle Man page
anb0mle Man page
anbmle Man page
anbwmle Man page
anby0mle Man page
anbymle Man page
apemle Man page
aplnmle Man page
apoimle Man page
asgeomle Man page
awarmle Man page
ayulemle Man page
ayulemlef Man page
bootstrapcor Man page
bootstrapdp Man page
bootstrapdpconc Man page
bootstrapgdp Man page
bootstrapgdpconc Man page
bootstrapgnbconc Man page
bootstrapgnbyconc Man page
bootstrapgplnconc Man page
bootstrapgwar Man page
bootstrapgwarconc Man page
bootstrapgyule Man page
bootstrapgyuleconc Man page
bootstrapmix Man page
bootstrapnb Man page
bootstrapnbconc Man page
bootstrapnbyconc Man page
bootstrappe Man page
bootstrappeconc Man page
bootstrappln Man page
bootstrapplnconc Man page
bootstrappowexp Man page
bootstraprdp Man page
bootstraprgw Man page
bootstraprpln Man page
bootstraprwar Man page
bootstrapryule Man page
bootstrapwar Man page
bootstrapwarconc Man page
bootstrapyule Man page
bootstrapyuleconc Man page
bootstrapzipf Man page
bsdp Man page
bsnb Man page
bspln Man page
bswar Man page
bsyule Man page
cmp.mutonatural Man page
cmp.naturaltomu Man page
compress.data.frame Man page
dcmp Man page
dcmp_mu Man page
dcmp.natural Man page
ddp Man page
ddpe Man page
ddqe Man page
degreenet Man page
degreenet-internal Man page
degreenet-package Man page
dgdp Man page
dgeodp Man page
dghdi Man page
dgwar Man page
dgyule Man page
dgyule0 Man page
dgyuleb Man page
dnb Man page
dnbwar Man page
dnbyule Man page
dnbyule0 Man page
dnbyuleb Man page
dpe Man page
dpln Man page
dpln1 Man page
dpln.refined Man page
drpln Man page
dtp Man page
dwar Man page
dyule Man page
gauss.hermite Man page
gcmpmle Man page
gdpmle Man page
ggeodpmle Man page
ggeomle Man page
ggymle Man page
gllcmp Man page
gllcmpall Man page
gllcmp.narrow Man page
gnbmle Man page
gnbymle Man page
gplnmle Man page
gpoimle Man page
gwarmle Man page
gyulemle Man page
hermite Man page
is.psd Man page
ldcmp.natural Man page
lddp Man page
lddqe Man page
ldgdp Man page
ldgeodp Man page
ldghdi Man page
ldgwar Man page
ldgyule Man page
ldgyule0 Man page
ldnbwar Man page
ldnbyule Man page
ldnbyule0 Man page
ldpln Man page
ldpln1 Man page
ldrpln Man page
ldtp Man page
ldwar Man page
ldyule Man page
llcmp Man page
llcmpall Man page
lldp Man page
lldpall Man page
lldp.good Man page
lldqe Man page
lldqeall Man page
llgdp Man page
llgdpall Man page
llgeo Man page
llgeoall Man page
llggeo Man page
llggeoall Man page
llggeodp Man page
llggy Man page
llggyall Man page
llghdi Man page
llghdiall Man page
llgnb Man page
llgnball Man page
llgnbwall Man page
llgnby Man page
llgnbyall Man page
llgp Man page
llgpall Man page
llgp.good Man page
llgpln Man page
llgplnall Man page
llgpoi Man page
llgpoiall Man page
llgw Man page
llgwall Man page
llgwar Man page
llgwarall Man page
llgy Man page
llgy0 Man page
llgy0all Man page
llgyall Man page
llgyule Man page
llgyuleall Man page
llnb Man page
llnb0 Man page
llnb0all Man page
llnball Man page
llnbw Man page
llnbwall Man page
llnby Man page
llnby0 Man page
llnby0all Man page
llnbyall Man page
llnbzero Man page
llnbzeroall Man page
llpe Man page
llpeall Man page
llpln Man page
llplnall Man page
llpoi Man page
llpoiall Man page
llrdp Man page
llrdpall Man page
llrgw Man page
llrgwall Man page
llrgwf Man page
llrgwfall Man page
llrgwp Man page
llrgwpall Man page
llrgy Man page
llrgyall Man page
llrnb Man page
llrnball Man page
llrnbw Man page
llrnbwall Man page
llrpln Man page
llrplnall Man page
llrwar Man page
llrwarall Man page
llryule Man page
llryuleall Man page
llsgeo Man page
llsgeoall Man page
llwar Man page
llwarall Man page
llyule Man page
llyuleall Man page
mands Man page
nbmean Man page
NVL Man page
opttest Man page
plotcdf Man page
polylog Man page
rcmp.mu Man page
rdpmle Man page
reedmolloy Man page
reporting Man page
rgwfmle Man page
rgwmle Man page
rgwpmle Man page
rgymle Man page
rmultinomial Man page
rmultz2 Man page
rnbmle Man page
rnbwmle Man page
rplnmle Man page
rwarmle Man page
ryule Man page
ryulemle Man page
ryulemlef Man page
simcmp Man page
simdp Man page
simdqe Man page
simnb Man page
simpln Man page
simwar Man page
simyule Man page
sort.data.frame Man page
statnetStartupMessage Man page
sweden Man page
swedenf Man page
swedenm Man page
zeta Man page

Questions? Problems? Suggestions? or email at ian@mutexlabs.com.

Please suggest features or report bugs with the GitHub issue tracker.

All documentation is copyright its authors; we didn't write any of that.