Lie symmetry and exact homotopic solutions of a non-linear double-diffusion problem by R. A. Khan, S. Taj, S. Ahmed, S. Ahmed, Ilyas Khan, Sayed M. Eldin

Subjects: “…Lie similarity transformations…”
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Comments on "Lie group analysis of natural convection heat and mass transfer in an inclined surface" by M. Jalil, S. Asghar

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Generalized Lie symmetries and almost regular Lagrangians: a link between symmetry and dynamics by Achilles D Speliotopoulos

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The wizards and the man-eaters - the white man’s dark lies in Stevenson’s South Sea fiction. by Joanna Małecka

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Émotions et compréhension de narrations littéraires : des rapports si intrinsèquement liés by Sophie Roch-Veiras

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Machine Learning-Based Lie Detector Applied to a Novel Annotated Game Dataset by Nuria Rodriguez-Diaz, Decky Aspandi, Federico M. Sukno, Xavier Binefa

Subjects: “…lie detection…”
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Lie Symmetry Analysis of the Time Fractional Generalized KdV Equations with Variable Coefficients by Cheng Chen, Yao-Lin Jiang, Xiao-Tian Wang

“…The group classification of a class of time fractional generalized KdV equations with variable coefficient is presented. The Lie symmetry analysis method is extended to the certain subclasses of time fractional generalized KdV equations with initial and boundary values. …”
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Lie symmetries, bifurcation analysis, and Jacobi elliptic function solutions to the nonlinear Kodama equation by K. Hosseini, F. Alizadeh, E. Hinçal, D. Baleanu, A. Akgül, A.M. Hassan

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sl(2)ˆ Decomposition of denominator formulae of some BKM Lie superalgebras - II by Suresh Govindarajan, Mohammad Shabbir

“…We restrict our analysis to the first N terms in the expansion as a first attempt at deconstructing the Siegel modular forms and unravelling the structure of potentially new Lie algebras that occur for N=5,6.…”
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Solutions of Yang–Baxter Equation of Mock-Lie Algebras and Related Rota Baxter Algebras by Amir Baklouti

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The successful synthesis of industrial isomaltooligosaccharides lies in the use of transglycosylating α-glucosidases: A review by Sandeep Kumar, Trisha Tissopi, Sarma Mutturi

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Classical Affine W -Algebras and the Associated Integrable Hamiltonian Hierarchies for Classical Lie Algebras by De Sole, Alberto, Kac, Victor, Valeri, Daniele

“…We prove that any classical affine W-algebra W (g, f) , where g is a classical Lie algebra and f is an arbitrary nilpotent element of g, carries an integrable Hamiltonian hierarchy of Lax type equations. …”
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Paley-Wiener theorems and surjectivity of invariant differential operators on symmetric spaces and Lie groups by Helgason, S.

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L2(q) and the rank two lie groups : their construction, geometry, and character formulas by Sepanski, Mark R. (Mark Roger)

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Modules over affine lie algebras at critical level and quantum groups by Qian Lin. by Lin, Qian, Ph. D. Massachusetts Institute of Technology

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Language-Selective and Domain-General Regions Lie Side by Side within Broca’s Area by Duncan, John, Kanwisher, Nancy, Fedorenko, Evelina G.

“…Here, using single-subject fMRI, we find that both ideas are right: Broca’s area contains two sets of subregions lying side by side, one quite specifically engaged in language processing, surrounded by another that is broadly engaged across a wide variety of tasks and content domains.…”
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Denominator identities for finite-dimensional Lie superalgebras and Howe duality for compact dual pairs by Gorelik, Maria, Möseneder Frajria, Pierluigi, Papi, Paolo, Kac, Victor

“…We provide formulas for the denominator and superdenominator of a basic classical type Lie superalgebra for any set of positive roots. …”
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Classification of Finite Irreducible Modules over the Lie Conformal Superalgebra CK[subscript 6] by Boyallian, Carina, Liberati, José I., Kac, Victor

“…We classify all continuous degenerate irreducible modules over the exceptional linearly compact Lie superalgebra E(1, 6), and all finite degenerate irreducible modules over the exceptional Lie conformal superalgebra CK[subscript 6], for which E(1, 6) is the annihilation superalgebra.…”
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Energetics and Dynamics of the Low-Lying Electronic States of Constrained Polyenes: Implications for Infinite Polyenes by Christensen, Ronald L., Enriquez, Miriam M., Wagner, Nicole L., Peacock-Villada, Alexandra Y., Scriban, Corina, Polívka, Tomáš, Frank, Harry A., Birge, Robert R., Schrock, Richard Royce

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Lie-Poisson neural networks (LPNets): data-based computing of Hamiltonian systems with symmetries by Eldred, Christopher, Gay-Balmaz, François, Huraka, Sofiia, Putkaradze, Vakhtang

“…Using this approach, we develop a network based on transformations that exactly preserve the Poisson bracket and the special functions of the Lie-Poisson systems (Casimirs) to machine precision. …”
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