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$F$o$r$m$a$t$t$i$n$g and STOP SHOUTING and splleing.
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edit approved Nov 10, 2013 at 13:55
Abhimanyu Pallavi Sudhir
edit approved Nov 10, 2013 at 13:55
Abhimanyu Pallavi Sudhir
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which submodule of FG-module of a lie algebra $L$ will be determined i WANT TO I want to check that how we can find out a classical lie algebra like D_4$D_4$ and E_6 ARE$E_6$ are irreducible?

which submodule of FG-module of a lie algebra $L$ will be determined i WANT TO check that how we can find out a classical lie algebra like D_4 and E_6 ARE irreducible?

which submodule of FG-module of a lie algebra $L$ will be determined I want to check that how we can find out a classical lie algebra like $D_4$ and $E_6$ are irreducible?

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user118746
user118746
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There is a German article titled:"die adjungierten darstellungen der Chevalley-gruppen" by G.Hiss, in which submodule of FG-module of a lie algebra $L$ will be determined. My question backs to this matter that how we can check irreducibility of classical simple lie algebras over GF(2) through that paper? i i WANT TO check that how we can find out a classical lie algebra like D_4 and E_6 ARE irreducible?

There is a German article titled:"die adjungierten darstellungen der Chevalley-gruppen" by G.Hiss, in which submodule of FG-module of a lie algebra $L$ will be determined. My question backs to this matter that how we can check irreducibility of classical simple lie algebras over GF(2) through that paper? i WANT TO check that how we can find out a classical lie algebra like D_4 and E_6 ARE irreducible?

which submodule of FG-module of a lie algebra $L$ will be determined i WANT TO check that how we can find out a classical lie algebra like D_4 and E_6 ARE irreducible?

Post Closed as "Needs details or clarity" by Stefan Kohl♦, Qiaochu Yuan, Andrey Rekalo, Chris Godsil, David White
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user118746
user118746
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ForThere is a German article titled:"die adjungierten darstellungen der Chevalley-gruppen" by G.Hiss, in which submodule of FG-module of a lie algebra $L$ will be determined. My question backs to this matter that how we can check irreducibility of classical simple Lielie algebras over GF(2), i through that paper? i WANT TO check that how we can find out a classical lie algebra like D_4 and E_6 ARE irreducible?

For classical simple Lie algebras over GF(2), i WANT TO check that how we can find out a classical lie algebra like D_4 and E_6 ARE irreducible?

There is a German article titled:"die adjungierten darstellungen der Chevalley-gruppen" by G.Hiss, in which submodule of FG-module of a lie algebra $L$ will be determined. My question backs to this matter that how we can check irreducibility of classical simple lie algebras over GF(2) through that paper? i WANT TO check that how we can find out a classical lie algebra like D_4 and E_6 ARE irreducible?

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user118746
user118746
  • 367
  • 1
  • 11