Lie Algebra paperHow to present a paper?Two Dimensional Lie AlgebraLie algebra 3 Dimensional with 2 Dimensional derived lie algebraLiterature request - Classification of periodic holomorphic functionsLie algebra homomorphism preserves Jordan formClassify Lie algebra with 1 dimension derived algebraSpecial linear Lie algebra.Questions about root system for arbitrary Lie algebraRigid filiform Lie algebraA slight dilemma on the statement of Cartan's criteria in Lie Algebra
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Lie Algebra paper
How to present a paper?Two Dimensional Lie AlgebraLie algebra 3 Dimensional with 2 Dimensional derived lie algebraLiterature request - Classification of periodic holomorphic functionsLie algebra homomorphism preserves Jordan formClassify Lie algebra with 1 dimension derived algebraSpecial linear Lie algebra.Questions about root system for arbitrary Lie algebraRigid filiform Lie algebraA slight dilemma on the statement of Cartan's criteria in Lie Algebra
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I recently finished reading Erdmann and Wildon's book on Lie Algebra. I am supposed to present a paper in a student talk. I am looking for papers that are accessible to me. Can someone suggest any nice papers that can be read at this level?
soft-question lie-algebras
asked Mar 12 at 20:23
justanothermathstudentjustanothermathstudent
1118
$endgroup$
add a comment |
$begingroup$
I recently finished reading Erdmann and Wildon's book on Lie Algebra. I am supposed to present a paper in a student talk. I am looking for papers that are accessible to me. Can someone suggest any nice papers that can be read at this level?
soft-question lie-algebras
asked Mar 12 at 20:23
justanothermathstudentjustanothermathstudent
1118
$endgroup$
$begingroup$
Yes, our paper Minimal faithful representations of reductive Lie algebras. :) It only uses elementary theory of Lie algebras and its representations.
$endgroup$
– Dietrich Burde
Mar 13 at 8:57
add a comment |
$begingroup$
I recently finished reading Erdmann and Wildon's book on Lie Algebra. I am supposed to present a paper in a student talk. I am looking for papers that are accessible to me. Can someone suggest any nice papers that can be read at this level?
soft-question lie-algebras
asked Mar 12 at 20:23
justanothermathstudentjustanothermathstudent
1118
$endgroup$
I recently finished reading Erdmann and Wildon's book on Lie Algebra. I am supposed to present a paper in a student talk. I am looking for papers that are accessible to me. Can someone suggest any nice papers that can be read at this level?
soft-question lie-algebras
soft-question lie-algebras
asked Mar 12 at 20:23
justanothermathstudentjustanothermathstudent
1118
asked Mar 12 at 20:23
justanothermathstudentjustanothermathstudent
1118
asked Mar 12 at 20:23
justanothermathstudentjustanothermathstudent
1118
asked Mar 12 at 20:23
justanothermathstudentjustanothermathstudent
1118
asked Mar 12 at 20:23
justanothermathstudentjustanothermathstudent
1118
1118
$begingroup$
Yes, our paper Minimal faithful representations of reductive Lie algebras. :) It only uses elementary theory of Lie algebras and its representations.
$endgroup$
– Dietrich Burde
Mar 13 at 8:57
add a comment |
$begingroup$
Yes, our paper Minimal faithful representations of reductive Lie algebras. :) It only uses elementary theory of Lie algebras and its representations.
$endgroup$
– Dietrich Burde
Mar 13 at 8:57
$begingroup$
Yes, our paper Minimal faithful representations of reductive Lie algebras. :) It only uses elementary theory of Lie algebras and its representations.
$endgroup$
– Dietrich Burde
Mar 13 at 8:57
$begingroup$
Yes, our paper Minimal faithful representations of reductive Lie algebras. :) It only uses elementary theory of Lie algebras and its representations.
$endgroup$
– Dietrich Burde
Mar 13 at 8:57
add a comment |
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Yes, our paper Minimal faithful representations of reductive Lie algebras. :) It only uses elementary theory of Lie algebras and its representations.
$endgroup$
– Dietrich Burde
Mar 13 at 8:57