(b) a request to the server\r
\r
\subsection{Server Algorithm}\r
-$s \in SN$ is a sequence number\\\r
+$s \in SN$ is a sequence number set\\\r
$sv \in SV$ is a slot's value\\\r
$slot_s = \tuple{s, sv} \in SL \subseteq SN \times SV$ \\\r
\r
\textit{max = maximum number of slots (input only for resize message)} \\\r
\textit{n = number of slots} \\ \\\r
\textbf{Helper Function} \\\r
-$MaxSlot(SL')= \tuple{s, sv} \mid \tuple{s, sv}\r
-\in SL' \wedge \forall \tuple{s', sv'} \in SL', s \geq s'$ \\\r
-$MinSlot(SL')= \tuple{s, sv} \mid \tuple{s, sv} \r
-\in SL' \wedge \forall \tuple{s', sv'} \in SL', s \leq s'$ \\\r
+$MaxSlot(SL_s)= \tuple{s, sv} \mid \tuple{s, sv}\r
+\in SL_s \wedge \forall \tuple{s_s, sv_s} \in SL_s, s \geq s_s$ \\\r
+$MinSlot(SL_s)= \tuple{s, sv} \mid \tuple{s, sv} \r
+\in SL_s \wedge \forall \tuple{s_s, sv_s} \in SL_s, s \leq s_s$ \\\r
$SeqN(\tuple{s, sv})=s$ \\\r
$SlotVal(\tuple{s, sv})=sv$ \\\r
\r