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@@ -34,10 +34,10 @@
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}
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#let colorBoolscheLogic = color.hsl(105.13deg, 92.13%, 75.1%)
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#let colorFolgen = color.hsl(202.05deg, 92.13%, 75.1%)
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#let colorReihen = color.hsl(280deg, 92.13%, 75.1%)
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#let colorAbleitung = color.hsl(356.92deg, 92.13%, 75.1%)
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#let colorIntegral = color.hsl(34.87deg, 92.13%, 75.1%)
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#let colorOptimierung = color.hsl(202.05deg, 92.13%, 75.1%)
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#let colorRealsierung = color.hsl(280deg, 92.13%, 75.1%)
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#let colorState = color.hsl(356.92deg, 92.13%, 75.1%)
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//#let colorIntegral = color.hsl(34.87deg, 92.13%, 75.1%)
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#let LNot(x) = math.op($overline(#x)$)
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@@ -50,6 +50,8 @@
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*Kombinatorisch:* Kein Gedächtnis
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*(Synchrone) sequenentielle:* Mit Gedächtnis
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*Fan-In:* Anzahl der Inputs eines Gatters
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*Fan-Out:* Anzahl der Output Verbindungen eines Gatters
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@@ -142,8 +144,8 @@
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abhängig von $x_i <=> f_x_i != f_overline(x)_i$\
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]
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#bgBlock(fill: colorBoolscheLogic)[
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#subHeading(fill: colorBoolscheLogic)[Hauptsatz der Schaltalgebra]
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#bgBlock(fill: colorOptimierung)[
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#subHeading(fill: colorOptimierung)[Hauptsatz der Schaltalgebra]
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Jede $f(x_0, ...,x_n)$ kann als...
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- *Minterme $m$:* $ = LNot(x)_0 dot x_1 dot ...$\
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VerODERungen von VerUNDungen\
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@@ -173,4 +175,32 @@
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$f(underline(x)) -->$ *KKNF* / *KDNF* mit Boolsche Expansion
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]
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#bgBlock(fill: colorOptimierung)[
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#subHeading(fill: colorOptimierung)[Quine McCluskey]
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]
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#bgBlock(fill: colorRealsierung)[
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#subHeading(fill: colorRealsierung)[NMOS/PMOS]
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]
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#bgBlock(fill: colorRealsierung)[
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#subHeading(fill: colorRealsierung)[CMOS]
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]
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#bgBlock(fill: colorState)[
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#subHeading(fill: colorState)[Timing]
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]
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#bgBlock(fill: colorState)[
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#subHeading(fill: colorState)[Latches und Register]
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]
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#bgBlock(fill: colorState)[
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#subHeading(fill: colorState)[Pipeline/Parallele Verarbeitungseinheiten]
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]
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#bgBlock(fill: colorState)[
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#subHeading(fill: colorState)[Zustandsautomaten]
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]
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]
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