\begin{definition}[Definition:Conjunction/Semantics of Conjunction]
Let $p \land q$ denote the conjunction of two statements $p$ and $q$.
The '''conjunction''' is used to symbolise ''any'' statement in natural language such that two substatements are held to be true simultaneously.
Thus it is also used to symbolise the concept of '''but''' as well as '''and'''.
Thus $p \land q$ can be also interpreted as:
* '''$p$ ''and'' $q$'''
* '''$p$ ''but'' $q$'''
* '''$p$, ''yet'' $q$'''
* '''$p$, ''although'' $q$'''
* '''$p$; ''still'', $q$'''
* '''$p$; ''however'', $q$'''
* '''$p$; ''on the other hand'' $q$'''
* '''$p$; ''moreover'' $q$'''
* '''$p$; ''furthermore'', $q$'''
* '''$p$; ''nevertheless'', $q$'''
* '''''Not only'' $p$ ''but also'' $q$'''
* '''''Despite'' $p$, $q$'''
\end{definition}