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Bisimulation small changes
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@ -88,6 +88,17 @@
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discardSample(flat\;0) = \underbrace{flat\;0}_{wieder\;rechte\;Seite}
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\]
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und fertig!\\\\
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\section*{Sonstiges:}
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Eine Relation $\mathrm{R}\;\subset\;A^{\omega}\;$x$\;A^{\omega}$ heisst Bisimulation, wenn f\"ur
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alle $(s,t)$ $\in\; \mathrm{R}$ gilt: \\
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\noindent\hspace{1cm} hd s = hd t\\
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\noindent\hspace{1cm} (tl\;s)\;R\;(tl\;t)\\\\\\\\
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Wenn R eine Bisimulation ist, dann gilt $\mathrm{R}\;\subseteq\;id$ , d.h.
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\[
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sRt \Rightarrow s = t
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\]
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f\"ur alle s,t $\in\;A^\omega$\\\\
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\begin{tiny}
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\copyright\ Joint-Troll-Expert-Group (JTEG) 2015
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\end{tiny}
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@ -1,20 +1,23 @@
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all: Konfluenz.pdf Koinduktion_reduktion.pdf Strukturelle_Induktion.pdf Polynomordnung.pdf SystemF.pdf PumpingLemma.pdf
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continuous: $(PDF).continuous
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continuous: $(PDF).continuous
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clean: cleanup all
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clean: cleanup rmpdf all
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rmpdf:
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@-rm -f *.pdf
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cleanup:
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-rm -f *.aux *.fdb_latexmk *.fls *.log *.pdf
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@-rm -f *.aux *.fdb_latexmk *.fls *.log
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single: all
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-pdftk Polynomordnung.pdf Konfluenz.pdf SystemF.pdf Koinduktion_reduktion.pdf Strukturelle_Induktion.pdf PumpingLemma.pdf cat output ThProgCheatsheet.pdf
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@-pdftk Polynomordnung.pdf Konfluenz.pdf SystemF.pdf Koinduktion_reduktion.pdf Strukturelle_Induktion.pdf PumpingLemma.pdf cat output ThProgCheatsheet.pdf
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%.continuous: %.pdf
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latexmk -quiet -jobname=$(@:%.continuous=%) -pvc -pdf $(@:%.continuous=%).tex
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@latexmk -quiet -jobname=$(@:%.continuous=%) -pvc -pdf $(@:%.continuous=%).tex
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%.pdf: %.tex
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latexmk -quiet -jobname=$(@:%.pdf=%) -pdf -halt-on-error $< 1>/dev/null
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@latexmk -quiet -jobname=$(@:%.pdf=%) -pdf -halt-on-error $< 1>/dev/null
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.PHONY: all continuous cleanup single
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.PHONY: all continuous cleanup single clean rmpdf
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