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-rw-r--r--spec/spec.tex2
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@@ -1533,6 +1533,8 @@ andr,orr,xorr & (e) & () & (UInt) & UInt & 1\\
The bitwise reduction operations correspond to a bitwise and, or, and exclusive or operation, reduced over every bit in \vv{e}.
+In all cases, the reduction incorporates as an inductive base case the ``identity value'' associated with each operator. This is defined as the value that preserves the value of the other argument: one for \vv{and} (as $x \wedge 1 = x$), zero for \vv{or} (as $x \vee 0 = x$), and zero for \vv{xor} (as $x \oplus 0 = x$). Note that the logical consequence is that the and-reduction of a zero-width expression returns a one, while the or- and xor-reductions of a zero-width expression both return zero.
+
\subsection{Concatenate Operation}
\begin{figure}[H]