Presentation of SL$(2,\mathbb{Z}_p)$

Asked Dec 13 '19 at 07:25

Active Dec 13 '19 at 07:25

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We have a the presentation ${\rm SL}(2,3)=\langle x,y,z:x^3=y^3=z^2=xyz \rangle$. Can we do the same for SL$(n,\mathbb{Z}_p).$ I have seen the presentation of SL$(n,\mathbb{Z})$ the presentation of $SL(2,\mathbb{Z})$.

How can we give a presentation of SL$(2,\mathbb{Z}_p)?$

asked Dec 13 '19 at 07:25

MANI

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Isn't this just a repeat of your previous question, which was answered by Dietrich Burde? – Derek Holt Dec 13 '19 at 09:36
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Or see here – Derek Holt Dec 13 '19 at 09:37
@DerekHolt Sorry sir i forgot, now I voted to close it. – MANI Dec 13 '19 at 09:42

Presentation of SL$(2,\mathbb{Z}_p)$

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