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{| cellpadding="4"
 
{| cellpadding="4"
| width="36" | &nbsp; || ''L''<sub>01</sub>&nbsp;''f''
+
| width="36" | &nbsp; || <math>L_{01} f\!</math>
 
|-
 
|-
| &nbsp; || = || ''L''<sub>"(x) y "</sub>&nbsp;''f''
+
| &nbsp; || = || <math>L_{(\!| x |\!)\ y} f</math>
 
|-
 
|-
| &nbsp; || = || &alpha;<sub>2</sub>&nbsp;''f''
+
| &nbsp; || = || <math>\alpha_2 f\!</math>
 
|-
 
|-
| &nbsp; || = || &Upsilon;<sub>"(x) y "</sub>&nbsp;''f''
+
| &nbsp; || = || <math>\Upsilon_{(\!| x |\!)\ y} f</math>
 
|-
 
|-
| &nbsp; || = || &Upsilon;<sub>"(x) y &rArr; f"</sub>
+
| &nbsp; || = || <math>\Upsilon_{(\!| x |\!)\ y\ \Rightarrow\ f}</math>
 
|-
 
|-
| &nbsp; || = || "f likes (x) y "
+
| &nbsp; || = || <math>f\ \operatorname{likes}\ (\!| x |\!)\ y</math>
 
|}
 
|}
  
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