From c78e699bf51091861bac6e1a2bdf08969d3e6e6f Mon Sep 17 00:00:00 2001 From: Martin Thoma Date: Sun, 19 Jan 2014 21:47:36 +0100 Subject: [PATCH] Label -> Knotenbeschriftung --- documents/DYCOS/Ausblick.tex | 2 +- documents/DYCOS/DYCOS-Algorithmus.tex | 12 +++---- documents/DYCOS/DYCOS.pdf | Bin 448444 -> 448571 bytes documents/DYCOS/Einleitung.tex | 26 +++++++------- documents/DYCOS/SchwaechenVerbesserungen.tex | 34 +++++++++---------- documents/DYCOS/Vokabularbestimmung.tex | 8 ++--- 6 files changed, 41 insertions(+), 41 deletions(-) diff --git a/documents/DYCOS/Ausblick.tex b/documents/DYCOS/Ausblick.tex index 887a57b..13d30f0 100644 --- a/documents/DYCOS/Ausblick.tex +++ b/documents/DYCOS/Ausblick.tex @@ -17,7 +17,7 @@ In diesem Fall macht es jedoch einen wichtigen Unterschied, ob jemand über eine Partei gutes oder schlechtes schreibt. Eine einfache Erweiterung des DYCOS-Algorithmus wäre der Umgang mit -mehreren Labels. +mehreren Beschriftungen. DYCOS beschränkt sich bei inhaltlichen Mehrfachsprüngen auf die Top-$q$-Wortknoten, also die $q$ ähnlichsten Knoten diff --git a/documents/DYCOS/DYCOS-Algorithmus.tex b/documents/DYCOS/DYCOS-Algorithmus.tex index 806af33..f74d0c0 100644 --- a/documents/DYCOS/DYCOS-Algorithmus.tex +++ b/documents/DYCOS/DYCOS-Algorithmus.tex @@ -24,8 +24,8 @@ Ein zentrales Element des DYCOS-Algorithmus ist der sog. Der DYCOS-Algorithmus klassifiziert einzelne Knoten, indem $r$ Random Walks der Länge $l$, startend bei dem zu klassifizierenden Knoten $v$ gemacht werden. Dabei -werden die Labels der besuchten Knoten gezählt. Das Label, das am häufigsten -vorgekommen ist, wird als Label für $v$ gewählt. +werden die Beschriftungen der besuchten Knoten gezählt. Die Beschriftung, die am häufigsten +vorgekommen ist, wird als Beschriftung für $v$ gewählt. DYCOS nutzt also die sog. Homophilie, d.~h. die Eigenschaft, dass Knoten, die nur wenige Hops von einander entfernt sind, häufig auch ähnlich sind \cite{bhagat}. Der DYCOS-Algorithmus arbeitet jedoch nicht @@ -122,22 +122,22 @@ Pseudocode vorgestellt. \Else \State $w \gets$ \Call{InhaltlicherMehrfachsprung}{$w$} \EndIf - \State $w \gets v.\Call{GetLabel}{ }$ \Comment{Zähle das Label} + \State $w \gets v.\Call{GetLabel}{ }$ \Comment{Zähle die Beschriftung} \State $d[w] \gets d[w] + 1$ \EndFor \EndFor - \If{$d$ ist leer} \Comment{Es wurde kein gelabelter Knoten gesehen} + \If{$d$ ist leer} \Comment{Es wurde kein beschrifteter Knoten gesehen} \State $M_H \gets \Call{HäufigsteLabelImGraph}{ }$ \Else \State $M_H \gets \Call{max}{d}$ \EndIf \\ - \State \textit{//Wähle aus der Menge der häufigsten Label $M_H$ zufällig eines aus} + \State \textit{//Wähle aus der Menge der häufigsten Beschriftungen $M_H$ zufällig eine aus} \State $label \gets \Call{Random}{M_H}$ \State $v.\Call{AddLabel}{label}$ \Comment{und weise dieses $v$ zu} \EndFor - \State \Return Labels für $V_t \setminus V_{L,t}$ + \State \Return Beschriftungen für $V_t \setminus V_{L,t}$ \end{algorithmic} \caption{DYCOS-Algorithmus} \label{alg:DYCOS} diff --git a/documents/DYCOS/DYCOS.pdf b/documents/DYCOS/DYCOS.pdf index 134923a3f2bcbe8652d5cff2d50d598181c68334..47a82cbb0f6c979920dfacfb292133bec9b071a5 100644 GIT binary patch delta 110263 zcmV)5K*_(nuN%9t8;~UeHZ+w{0x5r3OOx9+62ALa=txzKXae9fdz!Jw_QZDLT2HdO z&g4La5QP#2PJ!Sk*00}gG(c%&rtA|NuSP$Zx0Ga1eqa+eV^uDWyK|OyYB0Z`l z^Ls|!(zd51oan3KngpKl+Qb z#{n(^ZNxqKy%m4Fp@@D8-ec!i!B;9f^x z8}J-_CE5rl4$3rs+nK-_nDg}#Cja;9*Uzi#uI-Jo+x?Q4(KuW=FRg$4Wh<6|zr3sm z1VPHc7r-P1;AcnsNxjeK!&?2TS17 zjRoU}GfsGE2DuG0gVKKuof(NJV7*28_0cn{$JH~jN)pQg)~xdPpkk@NwtRkVDWVNv zC^fW)RJfvn3qB;)YS>D@L-)?r=Ztrxrt+UPyde(ndZN0`|OIXx^laS)U&`8!}KnHH27=!648RMGNv^p6ScVPTb_Ds*R z6HltR$g+^0SOxAZSR|@^Ce=a)gyIwSu8)U!jw6o~J~1qloH*tpn@`?YS@?4!OkpI- zf{@m08h~r1Cmk?HGb2G&#CeiWDy1Yq3B;^QNt%C8B^G~I6T6bwRaNzUb_9X5bcH}e z;SVT$Z6+m^hAISwaZPEQ6}R9PgG{5kU@$=dOYpjH%onI~77gRAS0>{48Q|w1aAS%IG+A zYaXCAF;=?kVPe!Ma1#ce!1RP)GPxHH#(O;7y2~L2%trIA@kI>oAm%N0Uz!Zy5+4$? 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