Replizierte Skalierung
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Wie gross ist das Universum?
Das erinnert mich Fraktale – Endloszoom durch computergenerierte Bilder, basierend auf einer mathematischen Formel.
Was ist ein Fraktal?
Youtube: Introduction into Fractals
Zusammengefasst: Eine Form wird nach einer definierten Regel immer wieder verändert.
Beispiel: Immer wenn das Programm eine Linie sieht, soll es sie verzweigen.
Diesen Vorgang wiederholt man bis ins unendliche – dann gibt das Formen wie:
Das sog. „Mandelbrot-Fraktal“ ist der berühmteste Vertreter von Bildern dieser Art. Es basiert auf dieser einfachen Formel:
Zn+1 = Zn² + C
Daraus entstehen immer kleinere Bruchstücke, die dem Original sehr ähneln, aber trotzdem vielfältig und einzigartig sind. Ein eeeeelend langer Zoom ;):
Worauf ich hinaus will: Unterliegt das Universum ächt auch so einer Formel, aus der alle Strukturen entstehen und sich so bis ins Unendliche ausdehnen können?
Oder:
Schau dir dieses Bild an. Da schaut jemand in einen Bildschirm.
Er schaut sich ein Bild an. Auf diesem Bild schaut jemand in einen Bildschirm…
Ob ächt dich auch gerade jemand von einem Bildschirm aus beobachtet?
Und ob dieser Beobachter wieder von jemandem beobachtet wird?
Es geht bis ins Unendliche. Oder ich kann auch behaupten: Wenn man am Ende der Unendlichkeit angelangt ist, kommt man wieder am Anfang heraus.
Ich frage mich, ob das bei unserem Universum auch der Fall ist. Also im Video oben – wenn ich durch die letzen Galaxienhaufen durchflutsche, ob ich dann wieder bei der Hand des Mannes auf der Picknick-Decke herauskomme…
So wäre alles in allem vorhanden und wiederholt sich immer wieder. Replizierte Skalierung.
