explain gentle inflection at the end of the bend
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92972694ee
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3
Makefile
3
Makefile
@ -5,6 +5,7 @@ SLIDES = slides-2021-03-29.pdf
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NON_ARCHIVABLES = notes.txt referatui.txt slides-2021-03-29.txt
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NON_ARCHIVABLES = notes.txt referatui.txt slides-2021-03-29.txt
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ARCHIVABLES = $(filter-out $(NON_ARCHIVABLES),$(shell git ls-files .))
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ARCHIVABLES = $(filter-out $(NON_ARCHIVABLES),$(shell git ls-files .))
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FIGURES = fig8-definition-of-a-bend.pdf
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.PHONY: test
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.PHONY: test
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test: .faux_test
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test: .faux_test
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@ -31,7 +32,7 @@ clean-tables:
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.PHONY: slides
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.PHONY: slides
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slides: $(SLIDES)
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slides: $(SLIDES)
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mj-msc.pdf: mj-msc.tex test-figures.pdf version.tex bib.bib
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mj-msc.pdf: mj-msc.tex test-figures.pdf version.tex bib.bib $(FIGURES)
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latexmk -shell-escape -g -pdf $<
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latexmk -shell-escape -g -pdf $<
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mj-msc-full.pdf: mj-msc.pdf version.tex $(ARCHIVABLES)
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mj-msc-full.pdf: mj-msc.pdf version.tex $(ARCHIVABLES)
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@ -76,9 +76,8 @@ def main():
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ax.axis('off')
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ax.axis('off')
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ax.margins(0, 0)
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ax.margins(0, 0)
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fig.tight_layout(0)
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if args.outfile:
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if args.outfile:
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fig.savefig(args.outfile, bbox_inches=0, dpi=600)
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fig.savefig(args.outfile, bbox_inches='tight', dpi=600)
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else:
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else:
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plt.show()
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plt.show()
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23
mj-msc.tex
23
mj-msc.tex
@ -212,9 +212,32 @@ unexpected bugs have snug in while modifying the algorithm.
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\chapter{Description of the implementation}
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\chapter{Description of the implementation}
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Like alluded in section~\ref{sec:introduction}, \cite{wang1998line} paper skims
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over certain details, which are important to implement the algorithm. This
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section goes through each algorithm stage, illustrating the intermediate steps
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and explaining the author's desiderata for a detailed description.
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Step illustrations of the following sections are extracted from the automated
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test cases.
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\section{Definition of a Bend}
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\section{Definition of a Bend}
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\begin{figure}[H]
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\centering
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\includegraphics[width=\linewidth]{fig8-definition-of-a-bend}
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\caption{Originally figure 8: detected bends are highlighted}
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\label{fig:fig8-definition-of-a-bend}
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\end{figure}
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End vertices of all lines should also be part of the bend. That way, all
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vertices belong to 1 or 2 bends. This characteristic is not obvious when
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reading the introductory sections, but becomes unavoidable (there could be no
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other way) when reading the following sections in detail.
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Last vertex of each bend (except for the two end-line vertices) is also the
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first vertex of the next bend. This is apparent when looking at the
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illustration of the detected bends. However, the original {\WM} paper did not
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have such an explanation or illustration.
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\section{Gentle Inflection at End of a Bend}
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\section{Gentle Inflection at End of a Bend}
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