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authorEwan Mellor <ewan@xensource.com>2007-03-09 00:35:29 +0000
committerEwan Mellor <ewan@xensource.com>2007-03-09 00:35:29 +0000
commit35dc73888007d5317bb606ceecadb305d9fefb03 (patch)
tree7cd8a2a98ab3d979990f03fc61595a4a71ee50ec /docs
parent9e92a72fb5e29900dd1bc57cf0592d916a03a109 (diff)
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Changed the example of linked references (Set(Ref(x)) <-> Ref(y)) to use VM and
VIFs rather than VM and VMGroups, now that we've deleted VMGroups. Signed-off-by: Ewan Mellor <ewan@xensource.com>
Diffstat (limited to 'docs')
-rw-r--r--docs/xen-api/presentation.tex16
1 files changed, 8 insertions, 8 deletions
diff --git a/docs/xen-api/presentation.tex b/docs/xen-api/presentation.tex
index ba7ebdbde7..abc18bafe9 100644
--- a/docs/xen-api/presentation.tex
+++ b/docs/xen-api/presentation.tex
@@ -57,14 +57,14 @@ type $t_1$ to values of type $t_2$.
\end{itemize}
Note that there are a number of cases where {\em Ref}s are {\em doubly
-linked\/}---e.g.\ a VM has a field called {\tt groups} of type
-$(\mathit{VMGroup}~\mathit{Ref})~\mathit{Set}$; this field lists
-the VMGroups that a particular VM is part of. Similarly, the VMGroups
-class has a field called {\tt VMs} of type $(\mathit{VM}~{\mathit
-Ref})~\mathit{Set}$ that contains the VMs that are part of a particular
-VMGroup. These two fields are {\em bound together\/}, in the sense that
-adding a new VMGroup to a VM causes the VMs field of the corresponding
-VMGroup object to be updated automatically.
+linked\/}---e.g.\ a VM has a field called {\tt VIFs} of type
+$(\mathit{VIF}~\mathit{Ref})~\mathit{Set}$; this field lists
+the network interfaces attached to a particular VM. Similarly, the VIF
+class has a field called {\tt VM} of type $(\mathit{VM}~{\mathit
+Ref})$ which references the VM to which the interface is connected.
+These two fields are {\em bound together\/}, in the sense that
+creating a new VIF causes the {\tt VIFs} field of the corresponding
+VM object to be updated automatically.
The API reference explicitly lists the fields that are
bound together in this way. It also contains a diagram that shows