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author
Toni Dietze
committed
first public commit
This state was used for the presentation on 2018-09-27.
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.gitignore

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/_output/
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/frame-*
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/slides-*
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!/frame-*.tex
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!/slides-*.bib
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!/slides-*.tex

.kateconfig

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default-dictionary en
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iteration,Number of sentence,Number of Error sentence,Number of Skip sentence,Number of Valid sentence,Bracketing Recall,Bracketing Precision,Bracketing FMeasure,Complete match,Average crossing,No crossing,2 or less crossing,Tagging accuracy
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11729,2245,0,2121,124,73.79,55.79,63.54,17.74,1.80,62.90,81.45,100.00
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11730,2245,0,2121,124,73.79,55.79,63.54,17.74,1.80,62.90,81.45,100.00
4+
11731,2245,0,2120,125,72.78,54.78,62.51,17.60,2.03,62.40,80.80,100.00
5+
11732,2245,0,2118,127,72.49,54.73,62.37,17.32,2.09,61.42,79.53,100.00
6+
11733,2245,0,2118,127,72.97,55.19,62.84,17.32,1.95,61.42,79.53,100.00
7+
11734,2245,0,2116,129,72.11,54.49,62.07,17.05,2.03,60.47,79.07,100.00
8+
11735,2245,0,2116,129,72.11,54.49,62.07,17.05,2.03,60.47,79.07,100.00
9+
11736,2245,0,2116,129,72.11,54.49,62.07,17.05,2.03,60.47,79.07,100.00
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11737,2245,0,2116,129,72.11,54.49,62.07,17.05,2.03,60.47,79.07,100.00
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11738,2245,0,2116,129,72.11,54.45,62.05,17.05,2.03,60.47,79.07,100.00
12+
11739,2245,0,30,2215,67.94,66.24,67.08,7.77,3.29,30.88,53.77,100.00
13+
11740,2245,0,30,2215,67.95,66.25,67.09,7.77,3.29,30.88,53.77,100.00
14+
11741,2245,0,30,2215,67.95,66.24,67.09,7.77,3.29,30.88,53.77,100.00
15+
11742,2245,0,30,2215,67.96,66.25,67.09,7.77,3.29,30.93,53.91,100.00
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11743,2245,0,30,2215,67.94,66.26,67.09,7.77,3.29,30.93,53.91,100.00
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11744,2245,0,30,2215,67.92,66.24,67.07,7.77,3.29,30.84,53.91,100.00
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11745,2245,0,30,2215,67.87,66.20,67.03,7.77,3.29,30.74,53.95,100.00
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11746,2245,0,30,2215,67.86,66.20,67.02,7.77,3.29,30.70,53.86,100.00
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11747,2245,0,28,2217,67.84,66.17,66.99,7.76,3.30,30.67,53.81,100.00
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11748,2245,0,28,2217,67.83,66.16,66.98,7.76,3.30,30.67,53.81,100.00
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11749,2245,0,28,2217,67.86,66.18,67.01,7.80,3.30,30.81,53.72,100.00
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11750,2245,0,28,2217,67.87,66.20,67.03,7.80,3.30,30.94,53.86,100.00
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11751,2245,0,28,2217,67.90,66.23,67.05,7.80,3.29,30.94,53.81,100.00
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11752,2245,0,28,2217,67.92,66.26,67.08,7.80,3.29,30.94,53.81,100.00
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11753,2245,0,28,2217,67.95,66.30,67.12,7.80,3.28,30.94,53.86,100.00
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11754,2245,0,28,2217,67.99,66.36,67.17,7.80,3.27,30.99,53.90,100.00
28+
11755,2245,0,28,2217,67.99,66.37,67.17,7.85,3.27,31.03,53.95,100.00
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11756,2245,0,28,2217,67.98,66.36,67.16,7.80,3.27,31.03,53.99,100.00
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11757,2245,0,28,2217,67.95,66.34,67.14,7.80,3.28,31.08,53.72,100.00
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11758,2245,0,28,2217,67.99,66.38,67.18,7.80,3.28,31.08,53.72,100.00
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11759,2245,0,28,2217,68.03,66.40,67.20,7.80,3.27,31.17,53.95,100.00
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11760,2245,0,28,2217,68.00,66.38,67.18,7.80,3.27,31.17,53.86,100.00
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11761,2245,0,26,2219,68.06,66.47,67.25,7.80,3.26,31.05,53.90,100.00
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11762,2245,0,26,2219,68.09,66.51,67.29,7.80,3.25,31.14,53.99,100.00
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11763,2245,0,26,2219,68.08,66.50,67.28,7.84,3.26,31.23,54.08,100.00
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11764,2245,0,26,2219,68.09,66.57,67.32,7.89,3.24,31.46,54.03,100.00
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11765,2245,0,26,2219,68.13,66.60,67.36,7.84,3.24,31.32,53.99,100.00
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11766,2245,0,26,2219,68.10,66.59,67.34,7.84,3.24,31.41,53.94,100.00
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11767,2245,0,26,2219,68.10,66.60,67.34,7.84,3.24,31.37,53.85,100.00
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11768,2245,0,26,2219,68.07,66.61,67.33,7.84,3.25,31.19,53.99,100.00
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11769,2245,0,26,2219,68.08,66.65,67.36,7.84,3.24,31.23,54.12,100.00
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11770,2245,0,26,2219,68.15,66.74,67.44,8.07,3.24,31.23,54.35,100.00
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11771,2245,0,26,2219,68.28,66.96,67.61,8.20,3.22,31.37,54.30,100.00
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11772,2245,0,26,2219,68.19,66.94,67.56,8.29,3.24,31.28,54.08,100.00
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11773,2245,0,26,2219,68.23,66.98,67.60,8.38,3.23,31.37,54.35,100.00
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11774,2245,0,26,2219,68.30,67.06,67.68,8.38,3.21,31.68,54.71,100.00
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11775,2245,0,26,2219,68.38,67.17,67.77,8.43,3.20,31.64,54.98,100.00
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11776,2245,0,26,2219,68.42,67.22,67.81,8.38,3.20,31.50,55.16,100.00
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11777,2245,0,26,2219,68.53,67.35,67.93,8.43,3.19,31.68,55.43,100.00
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11778,2245,0,26,2219,68.72,67.57,68.14,8.47,3.15,31.91,55.75,100.00
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11779,2245,0,26,2219,68.86,67.73,68.29,8.61,3.14,31.86,55.66,100.00
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11780,2245,0,26,2219,68.77,67.68,68.22,8.70,3.14,31.59,55.61,100.00
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11781,2245,0,26,2219,68.82,67.74,68.28,8.79,3.13,31.73,55.61,100.00
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11782,2245,0,26,2219,68.87,67.80,68.33,8.74,3.13,31.77,55.79,100.00
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11783,2245,0,26,2219,69.04,67.98,68.50,8.74,3.11,31.95,55.88,100.00
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11784,2245,0,26,2219,69.04,68.00,68.51,8.74,3.10,31.82,55.93,100.00
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11785,2245,0,26,2219,68.99,67.97,68.47,8.74,3.11,31.73,56.06,100.00
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11786,2245,0,26,2219,69.07,68.16,68.61,8.56,3.09,31.68,56.38,100.00
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11787,2245,0,26,2219,69.10,68.22,68.65,8.56,3.10,31.59,56.24,100.00
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11788,2245,0,26,2219,69.12,68.26,68.69,8.52,3.09,31.73,56.51,100.00
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11789,2245,0,26,2219,69.19,68.33,68.76,8.56,3.08,31.95,56.42,100.00
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11790,2245,0,25,2220,69.30,68.52,68.90,8.74,3.05,32.30,56.89,100.00
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11791,2245,0,25,2220,69.22,68.47,68.84,8.65,3.05,32.16,56.62,100.00
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11792,2245,0,25,2220,69.41,68.84,69.12,9.05,3.01,33.11,57.21,100.00
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11793,2245,0,25,2220,69.46,68.91,69.18,8.92,2.98,33.15,57.52,100.00
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11794,2245,0,25,2220,69.58,69.13,69.35,9.05,2.96,33.24,57.52,100.00
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11795,2245,0,25,2220,69.45,69.05,69.25,9.10,2.98,33.02,57.66,100.00
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11796,2245,0,25,2220,69.52,69.28,69.40,9.23,2.95,32.93,57.97,100.00
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11797,2245,0,25,2220,69.76,70.08,69.92,9.55,2.87,33.87,58.15,100.00
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11798,2245,0,23,2222,69.80,70.21,70.00,9.63,2.86,33.71,58.51,100.00
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11799,2245,0,23,2222,70.29,71.13,70.71,10.58,2.79,34.97,59.18,100.00
73+
11800,2245,0,23,2222,70.35,71.21,70.78,10.53,2.77,34.97,59.41,100.00
74+
11801,2245,0,23,2222,70.50,71.45,70.97,10.85,2.75,35.46,59.36,100.00
75+
11802,2245,0,22,2223,70.38,71.53,70.95,10.84,2.75,35.31,59.42,100.00
76+
11803,2245,0,22,2223,70.49,71.63,71.06,10.84,2.74,35.72,59.65,100.00
77+
11804,2245,0,22,2223,70.21,71.49,70.85,10.71,2.77,34.55,59.15,100.00
78+
11805,2245,0,21,2224,69.69,71.08,70.38,10.70,2.83,33.95,58.59,100.00
79+
11806,2245,0,21,2224,69.16,70.56,69.85,10.66,2.90,33.36,57.96,100.00
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11807,2245,0,18,2227,68.30,70.33,69.30,9.83,2.92,31.16,56.85,100.00
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11808,2245,0,17,2228,68.12,70.43,69.25,10.01,2.95,32.59,56.69,100.00

figure-heuristics-tikz.tex

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\begin{tikzpicture}[anchor=north]
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\path (-1.5em, 2em) rectangle (29.5em, -10em);
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\node at (0, 0) {\(\begin{aligned}
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A & \uncover<2->{{} \mapsto 3}
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\\ B & \uncover<2->{{} \mapsto 4}
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\\ C & \uncover<2->{{} \mapsto 6}
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\\ D & \uncover<2->{{} \mapsto 9}
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\\ \vdots
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\end{aligned}\)};
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\node<2-> at (0.2em, 2em) {counts:};
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\node<3->[single arrow, fill=HKS41K20, align=center] at (4em, -1em) {create \\ mergers};
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\node<3-> (n2) at (10em, 0) {\(\begin{aligned}
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& \text{mrg \(A\), \(B\)}
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\\ & \text{mrg \(A\), \(C\)}
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\\ & \text{mrg \(B\), \(C\)}
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\\ & \text{mrg \(A\), \(D\)}
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\\ & \text{mrg \(B\), \(D\)}
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\\ & \vdots\qquad
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\end{aligned}\)};
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\draw<4->[rounded corners, color=HKS07K100] (n2.north west) rectangle (n2.east);
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\node<5->[single arrow, fill=HKS41K20, align=center] at (15em, -1em) {saturate \\ mergers};
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\node<5-> (n3) at (24em, 0) {\(\begin{alignedat}{2}
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& \text{mrg \(A\), \(B\), \(E\)} && \uncover<6->{{} \mapsto 0.3}
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\\ & \text{mrg \(A\), \(C\)} && \uncover<6->{{} \mapsto 0.5}
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\\ & \text{mrg \(B\), \(C\), \(D\), \(F\)} && \uncover<6->{{} \mapsto 0.1}
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\end{alignedat}\)};
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\node<6-> at (26.5em, 2em) {likelihoods:};
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\draw<7->[rounded corners, color=HKS07K100] ($(n3.west) - (0, 0.8em)$) rectangle ($(n3.east) + (0, 0.8em)$);
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\end{tikzpicture}

figure-overfitting-tikz.tex

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\begin{tikzpicture}
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[ tri/.style =
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{ inner sep=0.12em
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, shape border rotate=90
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, isosceles triangle
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, isosceles triangle apex angle=60
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, draw
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}
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]
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\matrix[anchor=base, column sep=1em, row sep=3em] (m) {
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\node[anchor = base east, align = right] {corpus: \\ {\footnotesize(training data)}\phantom{:}};
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&& \node[tri, fill = CVD light green ] {B};
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& \node[tri, fill = CVD light green ] {C};
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&& \node[tri, fill = CVD light green ] {E};
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\\ \node[anchor=base east] {$\trees{\varSigma}\colon$};
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& \node[tri, fill = CVD light red] (A) {A};
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& \node[tri, fill = CVD light green ] (B) {B};
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& \node[tri, fill = CVD light green ] (C) {C};
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& \node[tri, fill = CVD light yellow] (D) {D};
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& \node[tri, fill = CVD light green ] (E) {E};
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& \node[tri, fill = CVD light red ] (F) {F};
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& \node[tri, fill = CVD light yellow] (G) {G};
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& \node {$\dots$};
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\\ \node[anchor=base east, visible=<2->] {probabilities:};
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& \node<4-> (pA) {0};
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& \node<2-> (pB) {0.2};
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& \node<2-> (pC) {0.1};
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& \node<3-> (pD) {0.1};
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& \node<2-> (pE) {0.4};
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& \node<4-> (pF) {0};
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& \node<3-> (pG) {0.1};
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& \node<2-> {$\dots$};
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\\
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};
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\begin{scope}
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[ |->
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, > = Computer Modern Rightarrow
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, line width = 0.4pt
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, shorten < = 0.75em
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, shorten > = 0.5em
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, node distance = 4em
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]
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\draw<4-> (A) -- (pA);
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\draw<2-> (B) -- (pB);
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\draw<2-> (C) -- (pC);
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\draw<3-> (D) -- (pD);
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\draw<2-> (E) -- (pE);
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\draw<4-> (F) -- (pF);
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\draw<3-> (G) -- (pG);
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\end{scope}
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\end{tikzpicture}

figure-telescope-reflected.png

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figure-telescope-without.png

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figure-telescope.png

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