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z2@5^v1&w+(5njM+a9HFwi1ah8vQ6x*pHtp)4J)^EX z^l*cw*z~XgV(nq7)wyTzk9yqLd%es=@cW;*J&6tB33b(?I#7oC{LGQnpkFzDYW<|d z?~IS=!*#_6!4Hek^1@d3%Bf;12V1L}6&A>@*1$Fwn8U* z<@_2Nf=4mE!BBn}16*i}mChHItWnGc+5Q`&B9k8gG;;v>RhZ)Sav; z02BG<>_C6;f?12!hXuRLNRkTHaY2@pqZY@#X3co3zk!KI%_pl7>Vav`-X@iQ+*9jH zkeGd1_3dZer@i1mj<}P)USS%X1r*~;UrN;@*y^DXECP^h-;j4Is#}|Ko?Nq;0}hF{ xDqG?-XX0DhG__)kO?S4?{N0O)bL@dixU}K)TmX?Aofpc%jz&u>r6P^?zW|L`L_q)m diff --git a/main.tex b/main.tex index 1269708..6c2479e 100644 --- a/main.tex +++ b/main.tex @@ -345,7 +345,7 @@ in der alle Kaffeeschulden innerhalb des Kaffeekränzchens einzeln ausgewiesen w \label{def:explizitekaffeekasse} Sei \(n \in \naturals_{\geq2}\) und \(K\) ein \(n\)-Kaffeekränzchen. Eine \emph{explizite K-Kaffeekasse} - ist eine Matrix \( \kappa \in \naturals^{n\times n} \) mit + ist eine Matrix \( \kappa \in \integers^{n\times n} \) mit \begin{enumerate} \item \( \delta_{i,i} = 0 \) für alle \( i \in \naturals_{\leq n} \) und \item \( \delta_{i,j} = -\delta_{j,i} \) für alle \( i,j \in \naturals_{\leq n} \) @@ -567,6 +567,18 @@ Wir überlassen es dem geneigten wissenschaftlichen Nachwuchs, darüber Köpfe zu zerbrechen. +%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% +%% Danksagungen +\section*{Danksagungen} +\label{sec:danksagungen} + +Tiefstem Dank sind wir Jelle Mathis Kuiper verpflichtet, +der einen Fehler in \autoref{def:explizitekaffeekasse} gefunden hat. +Danke, Jelle Mathis Kuiper! +Wir haben den Fehler behoben, +damit er nicht mehr da ist. + + %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% %% References diff --git a/n-kaffee-problem.sublime-project b/n-kaffee-problem.sublime-project index 2c63c08..24db303 100644 --- a/n-kaffee-problem.sublime-project +++ b/n-kaffee-problem.sublime-project @@ -1,2 +1,8 @@ { + "folders": + [ + { + "path": "." + } + ] }