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Line 473: |
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| {| cellpadding="4" | | {| cellpadding="4" |
− | | width="36" | || ''L''<sub>01</sub> ''f'' | + | | width="36" | || <math>L_{01} f\!</math> |
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− | | || = || ''L''<sub>"(x) y "</sub> ''f'' | + | | || = || <math>L_{(\!| x |\!)\ y} f</math> |
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− | | || = || α<sub>2</sub> ''f'' | + | | || = || <math>\alpha_2 f\!</math> |
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− | | || = || Υ<sub>"(x) y "</sub> ''f'' | + | | || = || <math>\Upsilon_{(\!| x |\!)\ y} f</math> |
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− | | || = || Υ<sub>"(x) y ⇒ f"</sub> | + | | || = || <math>\Upsilon_{(\!| x |\!)\ y\ \Rightarrow\ f}</math> |
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− | | || = || "f likes (x) y " | + | | || = || <math>f\ \operatorname{likes}\ (\!| x |\!)\ y</math> |
| |} | | |} |
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