Ziel - Problem - Vermutung

[size=50][right]Diese Seite ist Teil des GeoGebra-Books [url=https://www.geogebra.org/m/kCxvMbHb]Moebiusebene[/url]. [color=#ff7700][b](Juli 2019)[/b][/color][/right][/size][br][size=85][i][b]1938[/b][/i] stellte [b]WILHELM BLASCHKE[/b] die Frage nach allen [color=#980000][i][b]Sechs-Eck-Geweben aus Kreisen[/b][/i][/color]. ([b][BLA_BO[/b]] [url=https://www.geogebra.org/m/kCxvMbHb#material/kBuDGYqv]Literaturverzeichnis[/url])[br]Diese Frage ist möglicherweise noch nicht beantwortet.[br][br]Ein [color=#0000ff][i][b]Ziel[/b][/i][/color] des [color=#ff7700][i][b]geogebra-books[/b][/i][/color] und [color=#0000ff][i][b]das Ziel[/b][/i][/color] dieser Kapitel ist es, Methoden, Ideen und Beispiele zu dieser Frage [br]zusammenzustellen, die zur Kärung beitragen könnten.[br][br][color=#980000][i][b]Der Stand der Dinge (nach unserem Wissen)[/b][/i][/color][br][color=#38761D][i][b]Geraden[/b][/i][/color] sind auch Kreise - die Frage nach [color=#980000][i][b]Sechs-Eck-Geweben[/b][/i][/color] aus [color=#38761D][i][b]Geraden[/b][/i][/color] ist gelöst:[br][list][*]3 verschiedene Geradenbüschel bilden stets ein [size=85][color=#980000][i][b]Sechs-Eck-Gewebe[/b][/i][/color][/size][/*][br][*]Andere geradlinige [size=85][color=#980000][i][b]Sechs-Eck-Gewebe[/b][/i][/color][/size] bestehen aus den Tangenten einer Kurve 3. Klasse: [br]Dies ist der Satz von [b]H. GRAF[/b] und [b]R. SAUER[/b] ([b][GRA_SA][/b] 1929 [url=https://www.geogebra.org/m/kCxvMbHb#material/kBuDGYqv]Literaturverzeichnis[/url]) [br][/*][/list]In welchen Fällen 3 verschiedene [color=#ff7700][i][b]Kreisbüschel[/b][/i][/color], allgemeiner: die Bahnkurven von 3 verschiedenen [color=#0000ff][i][b]Möbius-W-Bewegungen[/b][/i][/color],[br] ein [/size][size=85][size=85][color=#980000][i][b]Sechs-Eck-Gewebe[/b][/i][/color][/size] bilden, ist in [[b]FÜW[/b]] 1982 [/size][size=85][size=85][url=https://www.geogebra.org/m/kCxvMbHb#material/kBuDGYqv]Literaturverzeichnis[/url][/size] beantwortet.[br][table][tr][td][size=85]Auch für [color=#0000ff][i][b]3 Kreisscharen im Raum[/b][/i][/color] scheint die Frage nahezu gelöst zu sein, wenn man von den Kreisscharen auf der [b]RIEMANN[/b]schen Zahlenkugel bzw. in der [b]GAUSS[/b]schen Zahlenebene absieht! [br][b]3D[/b]-Beispiele sind Kreise und Geraden auf [color=#6aa84f][i][b]einschaligen Hyperboloiden[/b][/i][/color], die Kreise auf einem [color=#6aa84f][i][b]Torus[/b][/i][/color] und deren Bilder unter räumlichen Möbiusabbildungen: [url=https://de.wikipedia.org/wiki/Dupinsche_Zyklide]DUPINsche Zykliden[/url]. Allgemeiner sind 6-Eck-Netze aus Kreisen auf [color=#38761D][b]DARBOUX [i]Cycliden[/i][/b][/color] untersucht und klassifiziert worden.[br][i]Hinweis[/i]: räumliche Möbiusabbildungen sind kreis-treu![br]Siehe dazu das [color=#980000][i][b]book[/b][/i][/color]-Kapitel[color=#0000ff] [url=https://www.geogebra.org/m/kCxvMbHb#chapter/456704][u]Sechs-Eck-Gewebe 3D[/u][/url][/color].[br]Siehe auch die Beispiele im [color=#980000][i][b]geogbra-book[/b][/i][/color] [url=https://www.geogebra.org/m/z8SGNzgV]Sechseck-Netze[/url].[br][br]Das Bild stammt von der [color=#980000][i][b]book[/b][/i][/color]-Aktivität [url=https://www.geogebra.org/m/kCxvMbHb#material/bctfasbd][u][color=#0000ff][i][b]Inversion eines Hyperboloids[/b][/i][/color][/u][/url][u][color=#0000ff][i][b][/b][/i][/color][/u].[/size][/td][td][img]data:image/png;base64,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[/img][/td][/tr][/table][/size][size=85][size=85][color=#980000][i][b]Es bleibt die Frage zu beantworten[/b][/i][/color]:[br]Unter welchen Voraussetzungen erzeugen 3 Kreisscharen auf der [b]RIEMANN[/b]schen Zahlenkugel, [br]bzw. in der [b]GAUSS[/b]schen Zahlen-Ebene ein [/size][size=85][size=85][size=85][color=#980000][i][b]Sechs-Eck-Gewebe[/b][/i][/color][/size][/size].[br][color=#0000ff][i][b]Fassen wir die oben genannten Beispiele zusammen: [/b][/i][/color][br][/size][/size][list][*][size=85]Projiziert man Im Raum eine Gerade von einem Punkt aus auf die [b]RIEMANN[/b]sche Zahlenkugel, so erhält man [br]einen Kreis - möglicherweise einen Punktkreis oder einen imaginären Kreis. [br]Daher ergeben [color=#ff0000][i][b]Sechseck-Netze[/b][/i][/color] aus Geraden, projiziert auf die Kugel, [color=#ff0000][i][b]Sechseck-Netze [/b][/i][/color]aus Kreisen.[/size][/*][*][size=85]Die oben erwähnten [color=#ff0000][i][b]Sechseck-Netze[/b][/i][/color] aus 3 Kreisbüschel, die auf den folgenden Seiten dargestellt werden[/size][/*][*][size=85]Hinzu kommen spezielle [color=#ff7700][i][b]bizirkulare Quartiken[/b][/i][/color], die in 2 verschiedene Kreise zerfallen: [br]aus den Kreisen, welche die beiden vorgegebenen "[color=#ff7700][i][b]Rand-Kreise[/b][/i][/color]" doppelt berühren, [br]und den Kreisen des von den "[/size][size=85][size=85][color=#ff7700][i][b]Rand-Kreisen[/b][/i][/color][/size]" erzeugten Kreisbüschels [br]lassen sich auf einfache Weise [color=#ff0000][i][b]Sechseck-Netze[/b][/i][/color] konstruieren.[/size][/*][/list][size=85][br]1938 beschrieb [b]WALTER WUNDERLICH[/b] [[b]WUNW[/b]] [/size][size=85][size=85][size=85][url=https://www.geogebra.org/m/kCxvMbHb#material/kBuDGYqv]Literaturverzeichnis[/url][/size][/size] "[color=#6aa84f][i][b]ein besonderes Dreiecksnetz aus Kreisen[/b][/i][/color]".[br]Diese [color=#6aa84f][i][b]Dreiecksnetze[/b][/i][/color], wir sagen [color=#ff0000][i][b]Sechs-Eck-Gewebe[/b][/i][/color], entstehen aus Scharen von Kreisen, welche gewisse [br][color=#ff7700][i][b]bizirkulare Quartiken[/b][/i][/color] doppelt berühren. [br]Es sind dies die [color=#ff00ff][i][b]zweiteiligen bizirkularen[/b][/i][/color] Quartiken und die [color=#ff00ff][i][b]Möbiustranformierten [/b][/i][/color][/size][size=85][color=#ff00ff][size=85][color=#ff00ff][color=#000000]von[/color][/color][/size][i][b] Ellipsen [/b][/i][color=#000000]bzw. von[/color][i][b] Hyperbeln[/b][/i][/color].[br][br][/size][color=#0000ff][b]Unsere Vermutung:[/b][/color] [color=#999999][b]Jedes[/b][/color] [color=#ff0000][i][b]Sechs-Eck-Gewebe[/b][/i][/color] [color=#999999][b]aus 3 Kreisscharen, welches nicht zu einem [br]der drei oben genannten Beispielen gehört, entsteht aus drei Scharen von Kreisen, [br]welche eine [color=#ff7700][i]bizirkulare Quartik[/i][/color] doppelt berühren. [/b][/color][br][size=85][u][color=#cc0000][i][b]Nachtrag[/b][/i][/color][/u] ([color=#ff7700][i][b]September 2021[/b][/i][/color])[/size]: [size=85]Diese Vermutung ist wohl falsch: es wurden [math]\hookrightarrow[/math] [url=https://www.geogebra.org/m/kCxvMbHb#chapter/588654][u]neue [color=#ff7700][i][b]6-Eck-Netze[/b][/i][/color][/u][/url] aus [color=#ff0000][i][b]Kreisen[/b][/i][/color] entdeckt, [br]die weder aus [color=#ff0000][i][b]Kreisbüscheln[/b][/i][/color] entstehen, die aber wohl auch nicht aus [color=#999999][i][b]doppelt-berührenden Kreisen[/b][/i][/color] einer, wenn [br]auch zerfallenden, [color=#ff7700][i][b]bizirkularen Quartik[/b][/i][/color] bestehen![br][br]Genaueres hierzu: siehe die Seite "[url=https://www.geogebra.org/m/kCxvMbHb#material/vhc7kemu]Ein besonderes Dreiecksnetz aus Kreisen[/url]".[/size]

Information: Ziel - Problem - Vermutung