{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "1905a805-da5d-452b-8007-925a077e515d",
   "metadata": {},
   "source": [
    "# Bahnen bei Gruppenoperationen"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "58fb4ab0-afb5-4cfb-b734-cd3e956668bb",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-danger\">\n",
    "<b>Ziel des Notebooks:</b>\n",
    "\n",
    "- Grundlegendes Konzepte von Gruppenoperationen \n",
    "    - Definitionen Gruppe & Gruppenoperation\n",
    "    - Eigenschaften von Bahnen\n",
    "    - Stabilisatoren\n",
    "    - Invarianten\n",
    "    \n",
    "<b>Mathematische Tools:<b>\n",
    "- Lineare Algebra I & II\n",
    "\n",
    "    \n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bf9650ef-34e6-401c-9b18-e659ed7e8592",
   "metadata": {},
   "source": [
    "Die Gruppentheorie ist eine mathematische Disziplin, die sich mit der algebraischen Struktur von Gruppen beschäftigt. \n",
    "Gruppen können anschaulich analog zu den Symmetrien von Objekten gesehen werden. Zum Beispiel verkörpert die [Würfelgruppe](https://de.wikipedia.org/wiki/Oktaedergruppe) die symmetrischen Eigenschaften des Würfels, in Form von Drehungen um eine Raumdiagonale, Spiegelungen etc.\n",
    "Als Anwendung dieser Drehungen oder Spiegelungen etc. betrachtet man **Gruppenoperationen**. Gruppenoperationen finden in der Algebra, Geometrie und vielen anderen mathematischen Bereichen Verwendung, um die Symmetrien von Objekten mithilfe von Symmetriegruppen zu beschreiben. \n",
    "In diesem Zusammenhang liegt der Schwerpunkt auf der Untersuchung der Menge, auf der die Operation ausgeführt wird.\n",
    "Andererseits kann die Anwendung einer gegebenen Gruppe auf geeignet ausgewählte Mengen in der Gruppentheorie wesentliche Informationen über die Struktur der operierenden Gruppe bereitstellen. Hierbei liegt der Fokus auf der Untersuchung der Gruppe, die die Operation durchführt.\n",
    "\n",
    "\n",
    "Als einführendes Beispiel wollen wir einen Würfel betrachten. Dabei sollen $ABCDEFGH$ die Ecken des Würfels beschreiben."
   ]
  },
  {
   "attachments": {
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"
    }
   },
   "cell_type": "markdown",
   "id": "1d228291-d676-4092-a487-1b00f1c1b4b3",
   "metadata": {},
   "source": [
    "![image.png](attachment:51f57b3e-749c-4c9c-a277-95d8065d9813.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b986a0a2-0d33-422b-bd84-75d9e8cdc792",
   "metadata": {},
   "source": [
    "Eine Drehung um die Achse, die durch die Mittelpunkte der Flächen $ABCD$ und $EFGH$ verläuft, vertauscht die Ecken.\n",
    "Es ist für eine $90^\\circ$ Drehung:\n",
    "\n",
    "$$ A  \\mapsto B\\mapsto C\\mapsto D\\mapsto A$$ sowie\n",
    "\n",
    "$$ E\\mapsto F\\mapsto G\\mapsto H\\mapsto E.$$\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "0641e912-fb6d-4e98-8b7d-9351d163b1a8",
   "metadata": {},
   "source": [
    "Wir können weiter noch um andere Achsen drehen (z.B. einer Raumdiagonalen) oder Punkte am Mittelpunkt spiegeln usw. Die Gruppe dieser Symmetrieabbildungen des Würfels, die als die \"Würfelgruppe\" bekannt ist, **operiert** in diesem Fall auf der Menge der Ecken. Sie kann auch auf der Menge der Kanten, der Menge der Raumdiagonalen usw. operieren.\n",
    "\n",
    "Um mit diesen Konzepten zu arbeiten wollen wir sie zunächst definieren."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "515f16b7-492a-4d65-bf4a-c3a009f9880e",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "\n",
    "**Definition Gruppe**\n",
    "\n",
    "Eine Gruppe ist ein Paar $(G,*)$, wobei $G$ eine Menge und $*$ eine zweistellige Verknüpfung auf $G$ ist.\n",
    "Dabei erfüllt $*$ die Gruppenaxiome:\n",
    "    \n",
    "- Assoziativität: $$\\forall a,b,c\\in G: (a* b)* c = a * (b* c)$$\n",
    "    \n",
    "- Existenz neutrales Element: $$\\exists! e\\in G \\; \\forall a\\in G: a* e = e* a = a$$\n",
    "\n",
    "- Existenz inverses Element: $$\\exists a^{-1} \\in G: a* a^{-1} = a^{-1} * a = e$$    \n",
    "</div>"
   ]
  },
  {
   "attachments": {
    "cf391f3c-5cc7-4c0a-b5a9-3b72d4f3e883.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "id": "c949aa5e-9656-45dd-902e-334fd786a400",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "\n",
    "**Aufgabe**\n",
    "\n",
    "***\n",
    "Betrachten Sie eine $3\\times 3$ Lochkarte und stempeln Sie 4 beliebige Löcher ab. Zum Beispiel:\n",
    "    \n",
    "    \n",
    "![image.png](attachment:cf391f3c-5cc7-4c0a-b5a9-3b72d4f3e883.png) \n",
    "    \n",
    "\n",
    "Welche symmetrische Operationen können wir hier durchführen? Benennen Sie für jede Operation zum 2. und 3. Gruppenaxiom ein Beispiel.\n",
    "\n",
    "\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "843e8e18-1a4b-477e-8700-db4330a9b712",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "\n",
    "**Definition Gruppenoperation**\n",
    "\n",
    "Eine **Linksoperation** einer Gruppe $(G, *)$ auf einer Menge X ist eine **zweistellige Verknüpfung** \n",
    "    \n",
    "$$ \\rhd : G\\times X \\rightarrow X, \\quad (g,x) \\mapsto g \\rhd x$$\n",
    "    \n",
    "mit den Eigenschaften \n",
    "    \n",
    "- $e \\rhd x = x$ für alle $x\\in X$, wobei $e$ das neutrale Element von $G$ ist\n",
    "- $(g*h) \\rhd x = g \\rhd (h\\rhd x)$ für alle $g,h \\in G$ und $x \\in X.$\n",
    "    \n",
    "    \n",
    "Analog definieren wir eine **Rechtsoperation** $\\lhd$ \n",
    "$$ \\lhd : X\\times G \\rightarrow X, \\quad (x,g) \\mapsto x \\lhd g$$ mit den gleichen Eigenschaften.\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e6a3f0b0-53d7-412e-b806-7af02245ebe6",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "\n",
    "**Aufgabe**\n",
    "\n",
    "***\n",
    "\n",
    "Zeigen Sie, dass sich eine Linksoperation in eine Rechtsoperation umschreiben lässt, indem Sie statt $g$ mit $g^{-1}$ von links operieren und die Eigenschaften aus der Definition nachweisen.\n",
    "\n",
    "\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e6d45295-4608-4ee1-a362-549bb282dae1",
   "metadata": {},
   "source": [
    "Da Links- und Rechtsoperation sich also im Wesentlichen nicht unterscheiden, werden wir im Verlauf dieses Notebooks ausschließlich Linksoperationen betrachten."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "bb41d1d8-ebd0-4626-903c-2297fdd5b88a",
   "metadata": {},
   "source": [
    "Versetzen wir uns wieder zu dem Beispiel mit dem Würfel zurück. Durch die vorhin beschriebene Drehung erhalten wir für die Ecke $A$ nach mehrmaliger Operation den Verlauf\n",
    "\n",
    "$$ A  \\mapsto B\\mapsto C\\mapsto D\\mapsto A.$$ \n",
    "\n",
    "Unabhängig davon wie oft wir auf unserem Würfel durch vorhingenannter Drehung operieren, taucht $E$ zum Beispiel nicht auf. Die Ecken ändern sich in bestimmten Muster und wiederholen sich, man könnte behaupten, sie folgen einer festen **Bahn**. \n",
    "\n",
    "Tatsächlich hat diese Beobachtung auch ein mathematisches Pendant:\n",
    "\n",
    "Es sei $G$ eine Gruppe, die auf der Menge $X$ operiert. Für alle $x\\in X$ nennt man \n",
    "\n",
    "$$ G\\rhd x := \\{g\\rhd x \\,|\\, g\\in G\\}$$\n",
    "\n",
    "die **Bahn** von $x$ (alternativ wird häufig auch **Orbit** verwendet). Diese Bahnen bilden Äquivalenzklassen bezüglich einer bestimmten Äquivalenzrelation. Wir wollen uns daher nochmal an die Definition erinnern. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "85560fbd-72f0-4850-ab1a-a6534f640e46",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "\n",
    "**Definition Äquivalenzrelation**\n",
    "\n",
    "Eine Äquivalenzrelation auf einer Menge $M$ ist eine zweistellige Relation $\\sim\\; \\subseteq M\\times M$, die Bedingungen erfüllt:\n",
    "\n",
    "- Reflexivität: $\\forall a\\in M:$ $$(a,a) \\in\\; \\sim$$\n",
    "- Symmetrie: $\\forall a,b\\in M:$ $$(a,b) \\in \\;\\sim \\quad \\Longrightarrow \\quad(b,a) \\in\\; \\sim$$\n",
    "- Transitivität: $\\forall a,b,c \\in M:$ $$ (a,b) \\in \\;\\sim \\wedge\\; (b,c) \\in \\;\\sim \\quad \\Longrightarrow \\quad (a,c) \\in \\; \\sim$$\n",
    "    \n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b15e2e6f-c197-4396-a619-102bba2ce97e",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "\n",
    "**Definition Partition**\n",
    "\n",
    "Eine Partition $P$ einer Menge $M$ ist eine Menge von nichtleeren Teilmengen von $M$. \n",
    "Diese Teilmengen zerlegen $M$ disjunkt. </div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5520c02b-d111-4214-a953-35143f8fce67",
   "metadata": {},
   "source": [
    "**Beispiel**. Für $M = \\{1,2,3,4,5\\}$ sind $P_1 = \\{\\{1,2,3,4\\}, \\{5\\}\\}$ und $P_2 = \\{\\{1\\},\\{2\\},\\{3\\},\\{4\\},\\{5\\}\\}$ Partitionen und $P_3 = \\{\\{1,2,3\\},\\{3,4,5\\}\\}$ keine Partition."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "390a825c-267b-4b0e-96e9-85e8620aa5db",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "\n",
    "**Aufgabe**\n",
    "\n",
    "***\n",
    "    \n",
    "Zeigen Sie, dass die Gruppenoperation der Gruppe $G$ auf die Menge $X$ eine Äquivalenzrelation liefert mit \n",
    "    \n",
    "$$x \\sim y :\\iff \\exists g\\in G: g\\rhd x = y,$$ mit $x,y\\in X$.\n",
    "\n",
    "    \n",
    "Warum ergibt sich dadurch eine Partition?    \n",
    "</div>"
   ]
  },
  {
   "attachments": {
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"
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"
    }
   },
   "cell_type": "markdown",
   "id": "1d08d36e-086d-4b86-bebb-b0d9e6c3c0c8",
   "metadata": {},
   "source": [
    "Wir wollen nun untersuchen, wie sich Elemente innerhalb von Bahnen verhalten.\n",
    "Man kann zum Beispiel von der Menge $X$, auf der mit $G$ operiert wird, eine Funktion betrachten, die den Elementen bestimmte Werte zuordnet und verfolgen, ob sich die Werte innerhalb der Bahn stark unterscheiden.\n",
    "\n",
    "Als ein einfaches Beispiel betrachten wir wieder eine Lochkarte und stempeln diesmal zwei Löcher ab.\n",
    "Unsere Menge $X$ besteht in diesem Fall aus allen Lochkarten mit zwei Löchern, die beliebig abgestempelt wurden.\n",
    "Für die Elemente der Gruppe $G$, die auf $X$ operiert, kommen Rotationen um den Mittelpunkt ($0^\\circ, 90^\\circ, 180^\\circ, 270^\\circ$) sowie Spiegelungen (z.B. Spiegelung an Diagonale) in Frage.\n",
    "\n",
    "\n",
    "![image.png](attachment:1bfcbd94-108b-486a-9c0d-f1d29d3d3b03.png)\n",
    "\n",
    "Wir nehmen jetzt den Abstand, der den kürzesten Weg von Loch zu Loch liefert, indem wir nur durch benachbarte Felder laufen dürfen, als Funktion.\n",
    "\n",
    "\n",
    "<div>\n",
    "<img src=\"attachment:6fa4a09d-77ce-4a69-80e9-34909b827b8d.png\" width=\"200\"/>\n",
    "</div>\n",
    "Der blau eingezeichnete Weg wäre ein Weg mit kürzestem Abstand."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "238b764b-f161-45a4-ae2e-6716887641e1",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "\n",
    "**Aufgabe**\n",
    "\n",
    "***\n",
    "\n",
    "Stempeln Sie für sich selbst zwei beliebige Löcher auf einer Lochkarte ab und berechnen Sie den Abstand. Nun führen Sie beliebige Gruppenoperationen durch. Was passiert mit dem Abstand?\n",
    "    \n",
    "</div>\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8a573a90-ceb9-47ef-8079-7b066aa7eaa4",
   "metadata": {},
   "source": [
    "Das Ergebnis führt uns auf Invarianten, die wir mathematisch definieren wollen: "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d08392d0-e859-4517-8d1f-e445b89be14b",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "\n",
    "**Definition Invariante**\n",
    " \n",
    "Sei $G$ eine Gruppe, die auf der Menge $M$ operiert.\n",
    "    \n",
    "Eine Abbildung $f: M\\rightarrow N$ heißt **Invariante** der Operation, falls $f$ sich auf Bahnen nicht verändert. Das heißt \n",
    "\n",
    "$$ f(gm) = f(m)$$  für alle $m\\in M, g\\in G.$\n",
    "\n",
    "Die Invariante heißt **trennend**, falls für $m,m' \\in M$ gilt \n",
    "    \n",
    "$$f(m) = f(m') \\quad\\Longrightarrow \\quad Gm = Gm'.$$\n",
    "    \n",
    "Anders ausgedrückt, werden verschiedenen Bahnen ebenfalls verschiedene Werte zugeordnet.\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f525160c-2ca8-4a43-9f5c-7d2234de619b",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "\n",
    "**Aufgabe**\n",
    "\n",
    "***\n",
    "\n",
    "Finden Sie weitere Invarianten für unser Problem mit der Lochkarte.\n",
    "    \n",
    "Ist die Summe der Löcher eine trennende Invariante?\n",
    "    \n",
    "</div>\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e6e14b9d-f667-470b-b823-27d5b0412a2a",
   "metadata": {},
   "source": [
    "Uns interessieren öfter auch Eigenschaften wie die Größe der Bahn. Zum Beispiel sind folgende Lochkarten zunächst verschieden:\n"
   ]
  },
  {
   "attachments": {
    "27bd34dd-6a96-449d-bc1b-2f9e6466269f.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "id": "04db6b14-0210-46e3-9496-71e5fc9e9886",
   "metadata": {},
   "source": [
    "\n",
    "<div>\n",
    "<img src=\"attachment:27bd34dd-6a96-449d-bc1b-2f9e6466269f.png\" width=\"500\"/>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "69185938-4b98-48e4-9ccf-5ba7efb94573",
   "metadata": {},
   "source": [
    "Drehen wir diese Lochkarte um $90^\\circ$, so erhalten wir die gleiche Lochkarte. Man könnte sich aus Gründen der Diversität beispielsweise fragen, wie viele **verschiedene** Lochkarten mit 2 Löchern man überhaupt erstellen kann.\n",
    "\n",
    "Natürlich kann man dies im Falle einer $3\\times 3$-Lochkarte schnell ausprobieren. Bei größeren Problemen wird dies schnell sehr aufwändig, weshalb man einen systematischen Weg lieber bevorzugt. Mathematisch gesehen wollen wir hier also die **Anzahl der Bahnen** herausfinden. (Warum?)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "817cfab8-0a3d-4b0c-80d4-8b036c5d9fae",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "\n",
    "**Bahnformel**\n",
    "\n",
    "Sei $G$ eine Gruppe, die auf der Menge $M$ operiert. Dann ist die Abbildung\n",
    "    \n",
    "$$G/G_x \\rightarrow G\\rhd x, \\quad g*G_x \\mapsto g\\rhd x$$\n",
    "    \n",
    "**bijektiv**.\n",
    "    \n",
    "    \n",
    "Im endlichen Fall gilt $|G| = |G\\rhd x| \\cdot |G_x|$.\n",
    "    \n",
    "$G_x$ ist der **Stabilisator** von $x$ und ist definiert als  $G_x := \\{g\\in G\\;|\\; g\\rhd x = x\\}$.\n",
    "\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "42022208-cf00-45c3-9cbd-02f1a3c035b3",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-success\">\n",
    "\n",
    "**Aufgabe**\n",
    "\n",
    "***\n",
    "    \n",
    "Beweisen Sie die Bahnformel.\n",
    "\n",
    "\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9d36fcab-4023-4416-9f56-30d8f3076b0f",
   "metadata": {},
   "source": [
    "Wir können nun mit der Bahnformel ein Lemma bestimmen, das uns beim Problem mit der Lochkarte weiterhelfen wird."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "7103845b-ae2d-41ea-b5b1-9c5262d28edf",
   "metadata": {},
   "source": [
    "<div class=\"alert alert-block alert-info\">\n",
    "\n",
    "**Lemma von Burnside**\n",
    "\n",
    "Sei $G$ eine endliche Gruppe, die auf $X$ operiert. Dann gilt\n",
    "    \n",
    "$$ |X/G| = \\frac{1}{|G|} \\sum_{g\\in G} |X^g|.$$\n",
    "    \n",
    "    \n",
    "Dabei ist $X^g = \\{x\\in X \\;|\\; g\\rhd x = x\\}$ die Menge der Fixpunkte unter Gruppenelement $g$ und $X/G$ die Menge der Bahnen. \n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1d6b51d8-20b0-4922-ab91-de205b2e293f",
   "metadata": {},
   "source": [
    "Essentiell beruht der Beweis dieses Lemmas auf der Identität \n",
    "\n",
    "$$ \\sum_{g\\in G} |X^g| = |\\{(g,x) \\in G\\times X \\;|\\; g\\rhd x = x\\}| = \\sum_{x\\in X} |G_x| .$$\n",
    "\n",
    "Die interessierten Lesenden können das Lemma mithilfe der Bahnformel und der gegebenen Identität gerne nachweisen. \n",
    "\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eb797796-12c7-4d57-bdd3-7df2d2953bb8",
   "metadata": {},
   "source": [
    "Um die Aussage des Lemmas ein wenig besser zu veranschaulichen, nehmen wir eine Perlenkette aus 4 Perlen als Beispiel. Die Perlen können die Farben blau und weiß haben. \n",
    "\n",
    "Der Einfachheit halber beschreiben wir die Kette mit einer Zahlenfolge und ordnen $0$ zu weiß und $1$ zu blau. Damit können wir unterschiedliche Ketten bilden:"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a69c5d59-e040-4227-a2c0-b68b7828d120",
   "metadata": {},
   "source": [
    "$$0000, 0001, 0010, 0011, \\dots$$ "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "03f01b28-0dd8-4173-af48-04e7fdf396a8",
   "metadata": {},
   "source": [
    "Wir fragen uns nun: Wie viele unterschiedliche Perlenketten gibt es bis auf Rotationssymmetrie?"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8f9c33d6-f771-4e59-9a84-e78caa3952f7",
   "metadata": {},
   "source": [
    "Der Aufbau der Kette und die Rotation sind in der untenstehenden Skizze noch einmal verdeutlicht."
   ]
  },
  {
   "attachments": {
    "232f234c-c2ef-4ffc-85e7-c001f98c992f.png": {
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"
    }
   },
   "cell_type": "markdown",
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    "\n",
    "<div>\n",
    "<img src=\"attachment:232f234c-c2ef-4ffc-85e7-c001f98c992f.png\" width=\"400\"/>\n",
    "</div>"
   ]
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    "Unsere Symmetriegruppe ist in diesem Fall eine 0 bis 3-fache Rotation. Wir benennen unsere Gruppe daher $G = \\{R0,R1,R2,R3\\}.$ Insgesamt hat unsere Gruppe also 4 Elemente: $|G| = 4$. Wir müssen nun die Fixpunktmengen $X^g$ ausfindig machen:\n",
    "\n",
    "Im Fall, dass 0 Rotationen durchgeführt werden, sind **alle** möglichen Perlenketten Fixpunkte, da sie sich offensichtlich nicht ändern. Also $|X^{R0}| = 16.$\n",
    "\n",
    "Für $R1$ und $R3$ sind nur $0000$ und $1111$ Fixpunkte. Also $|X^{R1}| = |X^{R3}| = 2.$\n",
    "\n",
    "Für $R2$ bleiben $0000,\\; 1111,\\; 1010,\\; 0101$ durch Rotation unverändert. Damit haben wir $|X^{R4}| = 4$.\n",
    "\n",
    "Wenden wir nun Burnsides Lemma an, so erhalten wir insgesamt \n",
    "\n",
    "$$ |X/G| = \\frac{1}{|G|} \\sum_{g\\in G} |X^g| = \\frac{1}{4} (16+2+4+2) = 6$$ Bahnen! Oder anders gesagt: Es gibt  bis auf Rotationssymmetrie 6 verschiedene Perlenketten der Länge 4."
   ]
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   "source": [
    "<div class=\"alert alert-block alert-danger\">\n",
    "    \n",
    "### Rückblick-Aufgabe\n",
    "***\n",
    "In diesem Notebook haben wir uns mit Gruppenoperationen und den dazugehörigen Bahnen beschäftigt. Wir haben gelernt, dass Bahnen bezüglich der Gruppenoperation als Relation Äquvalenzklassen bilden. Mit diesen Bahnen werden die Mengen, auf denen operiert wird, partitioniert. Zudem weisen Bahnen interessante Eigenschaften auf, die wir uns auch im Alltag zunutze machen können.\n",
    "    \n",
    "Betrachten Sie ein letztes Mal eine $3\\times 3$-Lochkarte und stempeln sie nun $n=1,\\dots,9$ Löcher hinein. Wie viele unterschiedliche Lochkarten existieren für $n$ Löcher bis auf Symmetrie?\n",
    "    \n",
    "\n",
    "</div>"
   ]
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   "cell_type": "markdown",
   "id": "1b29e671-d523-4f0b-ab62-41f558860a0f",
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   "source": [
    "***"
   ]
  },
  {
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   "id": "b0fbe26d-a757-43ec-aad1-5a6477fd543e",
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   "source": [
    "### Literaturhinweise\n",
    "- Wikipedia (2023). *Group theory*. https://en.wikipedia.org/wiki/Group_theory\n",
    "\n",
    "- Wikipedia (2023). *Group action.* https://en.wikipedia.org/wiki/Group_action\n"
   ]
  }
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