Danksagungen.
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@ -345,7 +345,7 @@ in der alle Kaffeeschulden innerhalb des Kaffeekränzchens einzeln ausgewiesen w
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\label{def:explizitekaffeekasse}
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\label{def:explizitekaffeekasse}
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Sei \(n \in \naturals_{\geq2}\) und \(K\) ein \(n\)-Kaffeekränzchen.
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Sei \(n \in \naturals_{\geq2}\) und \(K\) ein \(n\)-Kaffeekränzchen.
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Eine \emph{explizite K-Kaffeekasse}
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Eine \emph{explizite K-Kaffeekasse}
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ist eine Matrix \( \kappa \in \naturals^{n\times n} \) mit
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ist eine Matrix \( \kappa \in \integers^{n\times n} \) mit
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\begin{enumerate}
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\begin{enumerate}
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\item \( \delta_{i,i} = 0 \) für alle \( i \in \naturals_{\leq n} \) und
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\item \( \delta_{i,i} = 0 \) für alle \( i \in \naturals_{\leq n} \) und
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\item \( \delta_{i,j} = -\delta_{j,i} \) für alle \( i,j \in \naturals_{\leq n} \)
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\item \( \delta_{i,j} = -\delta_{j,i} \) für alle \( i,j \in \naturals_{\leq n} \)
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@ -567,6 +567,18 @@ Wir überlassen es dem geneigten wissenschaftlichen Nachwuchs,
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darüber Köpfe zu zerbrechen.
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darüber Köpfe zu zerbrechen.
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%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
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%% Danksagungen
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\section*{Danksagungen}
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\label{sec:danksagungen}
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Tiefstem Dank sind wir Jelle Mathis Kuiper verpflichtet,
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der einen Fehler in \autoref{def:explizitekaffeekasse} gefunden hat.
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Danke, Jelle Mathis Kuiper!
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Wir haben den Fehler behoben,
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damit er nicht mehr da ist.
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%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
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%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
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%% References
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%% References
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{
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{
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"folders":
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"path": "."
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}
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]
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}
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}
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