Positive Bernoulli Sequence Model
Density, and random generation for multiple Bernoulli responses where each row in the response matrix has at least one success.
rposbern(n, nTimePts = 5, pvars = length(xcoeff), xcoeff = c(-2, 1, 2), Xmatrix = NULL, cap.effect = 1, is.popn = FALSE, link = "logitlink", earg.link = FALSE) dposbern(x, prob, prob0 = prob, log = FALSE)
x |
response vector or matrix. Should only have 0 and 1 values, at least two columns, and each row should have at least one 1. |
nTimePts |
Number of sampling occasions.
Called τ in |
n |
number of observations.
Usually a single positive integer, else the length of the vector is used.
See argument |
is.popn |
Logical.
If |
Xmatrix |
Optional X matrix. If given, the X matrix is not generated internally. |
cap.effect |
Numeric, the capture effect. Added to the linear predictor if captured previously. A positive or negative value corresponds to a trap-happy and trap-shy effect respectively. |
pvars |
Number of other numeric covariates that make up
the linear predictor.
Labelled |
xcoeff |
The regression coefficients of the linear predictor.
These correspond to |
link, earg.link |
The former is used to generate the probabilities for capture
at each occasion.
Other details at |
prob, prob0 |
Matrix of probabilities for the numerator and denominators respectively. The default does not correspond to the M_b model since the M_b model has a denominator which involves the capture history. |
log |
Logical. Return the logarithm of the answer? |
The form of the conditional likelihood is described in
posbernoulli.b
and/or
posbernoulli.t
and/or
posbernoulli.tb
.
The denominator is equally shared among the elements of
the matrix x
.
rposbern
returns a data frame with some attributes.
The function generates random deviates
(τ columns labelled y1
, y2
, ...)
for the response.
Some indicator columns are also included
(those starting with ch
are for previous capture history).
The default setting corresponds to a M_{bh} model that
has a single trap-happy effect.
Covariates x1
, x2
, ... have the same
affect on capture/recapture at every sampling occasion
(see the argument parallel.t
in, e.g.,
posbernoulli.tb
).
The function dposbern
gives the density,
The r
-type function is experimental only and does not follow the
usual conventions of r
-type R functions.
It may change a lot in the future.
The d
-type function is more conventional and is less
likely to change.
Thomas W. Yee.
rposbern(n = 10) attributes(pdata <- rposbern(n = 100)) M.bh <- vglm(cbind(y1, y2, y3, y4, y5) ~ x2 + x3, posbernoulli.b(I2 = FALSE), data = pdata, trace = TRUE) constraints(M.bh) summary(M.bh)
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