View source: R/f08.crossed.code.r
crossed4nbn1nbn | R Documentation |
A crossed /nbn/ is a /nbn/ obtained when replacing each node of the
first /nbn/ by the second /nbn/ and vice-versa.
Let nn1/nn2
and na1/na2
be the node and arc numbers of the two
nbn
s, the node number of the crossed nbn
is
nn1*nn2
and its arc number is nn1*na2+nn2*na1
.
The
regression coefficients attributed to the crossed nbn
are the
products of the weights (we1/we2
) and the regression
coefficients of the initial nbn
.
crossed4nbn1nbn(nbn1, nbn2, we1=rep(1, length(nbn1)), we2=rep(1, length(nbn2)),
nona=as.vector(outer(names(nbn1), names(nbn2), paste,
sep="_")))
nbn1 |
The first generating /nbn/. |
nbn2 |
The second generating /nbn/. |
we1 |
The weight to apply to the nodes of the first generating /nbn/. |
we2 |
The weight to apply to the nodes of the second generating /nbn/. |
nona |
The node names to give to the crossed /nbn/, the nodes
of the |
The mu
coefficient is the sum of the two corresponding
mu
s of the generating nbn
.
The sigma
coefficient is the product of the two corresponding sigma
s of
the generating nbn
.
The regression coefficient are directed
inherited from the nbn
which is duplicated with this arc.
The resulting crossed nbn
object.
print8nbn(crossed4nbn1nbn(rbmn0nbn.01, rbmn0nbn.04));
Add the following code to your website.
For more information on customizing the embed code, read Embedding Snippets.