Description Usage Arguments Details Value See Also Examples
lnre.vgc
computes expected vocabulary growth curves
E[V(N)] according to a LNRE model, returning an object of class
vgc
. Data points are returned for the specified values of
N, optionally including estimated variances and/or growth curves
for the spectrum elements E[V_m(N)].
1 |
model |
an object belonging to a subclass of |
N |
an increasing sequence of non-negative integers, specifying the sample sizes N for which vocabulary growth data should be calculated |
m.max |
if specified, include vocabulary growth curves
E[V_m(N)] for spectrum elements up to |
variances |
if |
~~ TODO, if any ~~
An object of class vgc
, representing the expected vocabulary
growth curve E[V(N)] of the LNRE model lnre
, with data
points at the sample sizes N
.
If m.max
is specified, expected growth curves E[V_m(N)]
for spectrum elements (hapax legomena, dis legomena,
etc.) up to m.max
are also computed.
If variances=TRUE
, the vgc
object includes variance data
for all growth curves.
vgc
for more information about vocabulary growth curves
and links to relevant functions; lnre
for more
information about LNRE models and how to initialize them
1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 | ## load Dickens dataset and estimate lnre models
data(Dickens.spc)
zm <- lnre("zm",Dickens.spc)
fzm <- lnre("fzm",Dickens.spc,exact=FALSE)
gigp <- lnre("gigp",Dickens.spc)
## compute expected V and V_1 growth up to 100 million tokens
## in 100 steps of 1 million tokens
zm.vgc <- lnre.vgc(zm,(1:100)*1e6, m.max=1)
fzm.vgc <- lnre.vgc(fzm,(1:100)*1e6, m.max=1)
gigp.vgc <- lnre.vgc(gigp,(1:100)*1e6, m.max=1)
## compare
plot(zm.vgc,fzm.vgc,gigp.vgc,add.m=1,legend=c("ZM","fZM","GIGP"))
## load Italian ultra- prefix data
data(ItaUltra.spc)
## compute zm model
zm <- lnre("zm",ItaUltra.spc)
## compute vgc up to about twice the sample size
## with variance of V
zm.vgc <- lnre.vgc(zm,(1:100)*70, variances=TRUE)
## plot with confidence intervals derived from variance in
## vgc (with larger datasets, ci will typically be almost
## invisible)
plot(zm.vgc)
|
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