Template:Individual-TLP-paragraph-de-6.01: Difference between revisions

Template:Individual-TLP-paragraph-de-6.01 (view source)

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+{{ParTLPwrapper-de|{{ParTLPde|6.01}} Die allgemeine Form der Operation <math>\Omega ' (\bar{\eta})</math> ist also: <math>[\bar{\xi}, N(\bar{\xi})]' (\bar{\eta}) (= [ \bar{\eta}, \bar{\xi}, N (\bar{\xi}) ])</math>.
-{{ParTLPde|6.01}} Die allgemeine Form der Operation <math>\Omega ' (\bar{\eta})</math> ist also: <math>[\bar{\xi}, N(\bar{\xi})]' (\bar{\eta}) (= [ \bar{\eta}, \bar{\xi}, N (\bar{\xi}) ])</math>.
 Das ist die allgemeinste Form des Überganges von einem Satz zum anderen.
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