minor

presentation/presentation.tex

@@ -303,10 +303,10 @@ $A^{glv} := \dneg A$
 				{\centering
 						$ \displaystyle
 						\begin{aligned}
-								& \text{A is a pre-envelope} && \text{iff}  &&& \forall Z, \KIbox \oplus Z \vdash \dneg sub_\dneg(A) \rightarrow A^{kol} \\
-								& \text{A is a post-envelope}&& \text{iff}  &&& \forall Z, \KIbox \oplus Z \vdash A^{kol} \rightarrow \dneg sub_\dneg(A) \\
-								& \text{A is a $\dneg$-envelope} && \text{iff} &&& \forall Z, \KIbox \oplus Z \vdash A^{kol} \leftrightarrow \dneg sub_\dneg(A) \\ 
-								& \text{Z is a Kuroda-envelope} && \text{iff}  &&& \forall A, \KIbox \oplus Z \vdash A^{kol} \leftrightarrow \dneg sub_\dneg(A) 
+								& \text{A is a pre-envelope} && \text{iff}  &&& \forall Z, \KIbox \oplus Z \vdash \dneg sub_\dneg(A) \rightarrow A^{t} \\
+								& \text{A is a post-envelope}&& \text{iff}  &&& \forall Z, \KIbox \oplus Z \vdash A^{t} \rightarrow \dneg sub_\dneg(A) \\
+								& \text{A is a $\dneg$-envelope} && \text{iff} &&& \forall Z, \KIbox \oplus Z \vdash A^{t} \leftrightarrow \dneg sub_\dneg(A) \\ 
+								& \text{Z is a Kuroda-envelope} && \text{iff}  &&& \forall A, \KIbox \oplus Z \vdash A^{t} \leftrightarrow \dneg sub_\dneg(A) 
 						\end{aligned}
 				$ \par }
 		\end{definition}