${\displaystyle {\begin{aligned}(A^{\perp })^{\perp }&\equiv A\\(A\otimes B)^{\perp }&\equiv A^{\perp }\,\wp \,B^{\perp }\\(A\oplus B)^{\perp }&\equiv A^{\perp }\,\&\,B^{\perp }\\(!A)^{\perp }&\equiv \,?A^{\perp }\end{aligned}}}$

In your article, replace the image with:

<math>\begin{align}(A^\perp)^\perp&\equiv A \\ (A\otimes B)^\perp&\equiv A^\perp\,\wp\,B^\perp \\ (A\oplus B)^\perp&\equiv A^\perp\,\&\,B^\perp \\ (!A)^\perp&\equiv\,?A^\perp\end{align}</math>

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