Post-Lie Algebra Structures on the Lie Algebra gl(2,C) by Yuqiu Sheng, Xiaomin Tang

“…The post-Lie algebra is an enriched structure of the Lie algebra. …”
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On the Homomorphisms of the Lie Groups and by Fatma Özdemir, Hasan Özekes

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Museums Also Lie by Inge van Hulle

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Para-f-Lie groups by Andrew Bucki

“…Special para-f-structures on Lie groups are studied. It is shown that every para-f-Lie group G is the quotient of the product of an almost product Lie group and a Lie group with trivial para-f-structure by a discrete subgroup.…”
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Differentiable semigroups are Lie groups by John P. Holmes, Mitch Anderson

Subjects: “…Lie groups…”
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SIX ASIDES ON ART & LIES by Ashraf Jamal

Subjects: “…SIX ASIDES ON ART & LIES…”
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Approximate Cubic Lie Derivations by Ajda Fošner, Maja Fošner

“…We study the stability and hyperstability of cubic Lie derivations on normed algebras. At the end, we write some additional observations about our results.…”
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Critical values lie on a line by Azat Ainouline

“…We prove that critical values set of a differentiable map lies on a line of certain smoothness class.…”
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On whitehead's second lemma for Lie algebras by William T. Fletcher

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Lie Groupoids and Generalized Contact Manifolds by Fulya Şahin

“…We investigate relationships between Lie groupoids and generalized almost contact manifolds. …”
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Survey on Lie Group Machine Learning by Mei Lu, Fanzhang Li

Subjects: “…lie group machine learning…”
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Lie Group Method of the Diffusion Equations by Jian-Qiang Sun, Rong-Fang Huang, Xiao-Yan Gu, Ling Yu

“…The ordinary differential equations are solved by Lie group method and the explicit Runge-Kutta method. …”
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On the classification of the Lie algebras Lr,ts by L. A-M. Hanna

“…The Lie algebras Lr,ts introduced by the author (2003) are classified from an algebraic point of view. …”
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Linearization from Complex Lie Point Transformations by Sajid Ali, M. Safdar, Asghar Qadir

“…Complex Lie point transformations are used to linearize a class of systems of second order ordinary differential equations (ODEs) which have Lie algebras of maximum dimension d, with d≤4. …”
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Characterizations of Nonlinear Lie Derivations of B(X) by Donghua Huo, Baodong Zheng, Hongyu Liu

“…Let X be an infinite dimensional Banach space, and Φ:B(X)→B(X) is a nonlinear Lie derivation. Then Φ is the form δ+τ where δ is an additive derivation of B(X) and τ is a map from B(X) into its center ZB(X), which maps commutators into the zero.…”
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Infinite-Dimensional Modular Lie Superalgebra Ω by Xiaoning Xu, Bing Mu

“…All ad-nilpotent elements of the infinite-dimensional Lie superalgebra Ω over a field of positive characteristic are determined. …”
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From homogeneous metric spaces to Lie groups by Cowling, Michael G., Kivioja, Ville, Le Donne, Enrico, Nicolussi Golo, Sebastiano, Ottazzi, Alessandro

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Advances in Lie Groups and Applications in Applied Sciences by Teoman Özer, Alexei F. Cheviakov, Shi Weichen, Nail Migranov, T. Raja Sekhar, Emrullah Yaşar

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Approximate Lie Symmetry Conditions of Autoparallels and Geodesics by Sameerah Jamal

“…This paper is devoted to the study of approximate Lie point symmetries of general autoparallel systems. …”
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