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By Semenov K.N.

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Extra info for A basis of identities of the Lie algebra s(2) over a finite field

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Sind Sie jetzt bereit, die 16er zu machen? Versuchen Sie 117 als Dezimalzahl. Wer kennt Sie? 217? 317? 417? das wird nicht besser. Wir benotigen eine neue Vorgehensweise. Eingaben: A (fUr Author), In eingeben, Enter, S (fUr Simplify), Enter, X (fUr approXimate), Enter. 142857 Das Ergebnis von 117 auf 6 Dezimalstellen ist nicht genau das, was wir wollen. Vielleicht waren 80 Dezimalstellen besser. Eingaben: 0 (fUr Options), P (fiir Precision), Tab, Entfum zu Iiischen, 80 eingeben, Enter, Pfeil nach oben, urn In zu markieren, X (fiir approXimate), Enter.

Wenn Ihr Graph er cheint, drucken Sie F9 oder FlO bis der MaBstab auf 1 teht. Dann verwenden Sie die Pfeiltasten, urn das Graphik-Kreuz (+) an die Stelle zu bewegen, wo der Graph die x-Ach e schneidet. Wenn alles klappt, sehen Sie vielleicht eine Verbindung zwischen der x-Zahl des Schnittpunktes und den Zahlen des Ausdrucks. 1: 2. - 1 2: 3. - 1 3: 4. S. , 2D-- 10 33 Graphen, Graphen, Graphen! Kapitel3 Gelegenheiten: Finden Sie einen Au druck, des en Graph die horizontale oder x-Ach e bei 2 und -2 schneidet.

I») eingeben, Enter, P, P, Enter. Die folgende Anleitung wird zu einer 5: [2 COS (xl, SI" (xl] sogenannten Zykloide fiihren. Den[ 1 3 COS I, B 4 ) . S IN (, • e I ) I 7: ken Sie an eine Autofahrt bei Nacht. IDZl Center Delete Help lIoue Options In einiger Entfernung tiberquert ein Zoo. Radfahrer die StraBe. le x:1 rad des Fahrrades angebrachten Reflektoren leuchten im Schein des Autolichts. Der von einem Reflektor scheinbar be chriebene Weg ist eine Zykloide. Hier gibt es viele Experimentiermoglichkeiten.

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A basis of identities of the Lie algebra s(2) over a finite field by Semenov K.N.


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