MyWikiBiz, Author Your Legacy — Thursday November 06, 2025
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, 14 October
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| − | For the initial case <math>k = 0,</math> the bound connective is an empty closure, an expression taking one of the forms <math>\texttt{()}, \texttt{(~)}, \texttt{([[User:Jon Awbrey|Jon Awbrey]] ([[User talk:Jon Awbrey|talk]]))}, \ldots</math> with any number of spaces between the parentheses, all of which have the same denotation among propositions. | + | For the initial case <math>k = 0,</math> the bound connective is an empty closure, an expression taking one of the forms <math>\texttt{()}, \texttt{( )}, \texttt{( )}, \ldots</math> with any number of spaces between the parentheses, all of which have the same denotation among propositions. |
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| | For the generic case <math>k > 0,</math> the bound connective takes the form <math>\texttt{(} s_1 \texttt{,} \ldots \texttt{,} s_k \texttt{)}.</math> | | For the generic case <math>k > 0,</math> the bound connective takes the form <math>\texttt{(} s_1 \texttt{,} \ldots \texttt{,} s_k \texttt{)}.</math> |