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On Generalized Nets Theory/Errata: Difference between revisions
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(New page: This page contains errata, found in the book ''On Generalized Nets Theory''. The list may not be full! :-) {| class="wikitable" width="100%" ! width="20%" | Page, line ! width="40%" |...) |
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| Line 10: | Line 10: | ||
| of the net (<math>\mathcal{O}_6</math>, <math>\overline{\mathcal{O}}_6</math>), and operators ... | | of the net (<math>\mathcal{O}_6</math>, <math>\overline{\mathcal{O}}_6</math>), and operators ... | ||
|- | |- | ||
| page 137, line | | page 137, line 8 ⇑ | ||
| ... one that allows <math>( \mathcal{D}D(2,1))</math> and one that | | ... one that allows <math>( \mathcal{D}D(2,1))</math> and one that | ||
| ... one that allows <math>( \mathcal{D}(2,1))</math> and one that | | ... one that allows <math>( \mathcal{D}(2,1))</math> and one that | ||
|- | |- | ||
| page 137, line | | page 137, line 7 ⇑ | ||
| prohibits splitting <math>( \mathcal{D}D(2,2))</math>, respectively; and ... | | prohibits splitting <math>( \mathcal{D}D(2,2))</math>, respectively; and ... | ||
| prohibits splitting <math>( \mathcal{D}(2,2))</math>, respectively; and ... | | prohibits splitting <math>( \mathcal{D}(2,2))</math>, respectively; and ... | ||
Latest revision as of 22:32, 11 May 2009
This page contains errata, found in the book On Generalized Nets Theory. The list may not be full! :-)
| Page, line | Printed in the book | Should read |
|---|---|---|
| page 137, line 8 ⇓ | of the net ([math]\displaystyle{ \mathcal{O}_6 }[/math], [math]\displaystyle{ \overline{\mathcal{O}}_7 }[/math]), and operators ... | of the net ([math]\displaystyle{ \mathcal{O}_6 }[/math], [math]\displaystyle{ \overline{\mathcal{O}}_6 }[/math]), and operators ... |
| page 137, line 8 ⇑ | ... one that allows [math]\displaystyle{ ( \mathcal{D}D(2,1)) }[/math] and one that | ... one that allows [math]\displaystyle{ ( \mathcal{D}(2,1)) }[/math] and one that |
| page 137, line 7 ⇑ | prohibits splitting [math]\displaystyle{ ( \mathcal{D}D(2,2)) }[/math], respectively; and ... | prohibits splitting [math]\displaystyle{ ( \mathcal{D}(2,2)) }[/math], respectively; and ... |