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Free Lie algebra
Free Lie Algebras
Linking of Letters and the Lower Central Series of Free Groups
Free Lie Algebras
Standard Lyndon Bases of Lie Algebras and Enveloping Algebras
Lie Algebras by Shlomo Sternberg
Lyndon Words, Free Algebras and Shuffles
On the Derivation Algebra of the Free Lie Algebra and Trace Maps
Computations in a Free Lie Algebra
Lecture 4: Kac-Moody Lie Algebras
Differential Graded Lie Algebras and Leibniz Algebra Cohomology
Models for Free Nilpotent Lie Algebras
Introduction to Lie Algebras
A Combinatorial Basis for the Free Lie Algebra of the Labelled Rooted Trees
Arxiv:1802.04061V1 [Math.RA] 12 Feb 2018 Iermp H Iermptitn H Tutr a Eseen Be Can Structure the Jacobi Twisting Map a St Linear Satisfying the the Algebra Map
LIE ALGEBRAS Enveloping Algebras in This Section the Ground Field K Is
Lie Algebras, Algebraic Groups, and Lie Groups
Arxiv:1308.2118V2 [Math.RA]
ISOMORPHISM INVARIANTS of ENVELOPING ALGEBRAS 3 on the Vector Space L, That Is T (L)= F ⊕ L ⊕ (L ⊗ L) ⊕ · · ·
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On the Support of the Free Lie Algebra: the Schutzenberger Problems Ioannis C
Representation Theory of Finite Dimensional Lie Algebras
The Central Series for Peiffer Corn in Groups With
An Overview of Free Nilpotent Lie Algebras
CHAPTER IV.4. LIE ALGEBROIDS Contents Introduction 2 0.1. Who Are These Lie Algebroids?
Free Leibniz Algebras
Universal Enveloping Algebras of Leibniz Algebras and (Co)Homology
The Isomorphism Problem for Universal Enveloping Algebras of Lie Algebras
Hall Basis of Twisted Lie Algebras Marc Aubry
Monomial Bases for Free Pre-Lie Algebras and Applications Mahdi Jasim Hasan Al-Kaabi
Rational Homotopy Theory Author(S): Daniel Quillen Source: Annals of Mathematics, Second Series, Vol
Growth Functions for Bases of Commutator Subgroups
Action of the Symmetric Group on the Free Lanke: a Catalanke Theorem
On the Elementary Theories of Free Nilpotent Lie Algebras and Free Nilpotent Groups
On the Homology of Free Lie Algebras
L-Prolongations of Graded Lie Algebras
A Presentation of the Free Lie Algebra F/Γ3(F )
On the Module Structure of Free Lie Algebras
Free Lie Algebras and Formal Power Series