Lie Symmetries and Third- and Fifth-Order Time-Fractional Polynomial Evolution Equations by Jollet Truth Kubayi, Sameerah Jamal

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A new kind of soft algebraic structures: bipolar soft Lie algebras by F. Çıtak

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Derivations of finite-dimensional modular Lie superalgebras $ \overline{K}(n, m) $ by Dan Mao, Keli Zheng

Subjects: “…lie superalgebra…”
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The Rise of the Machines: Why the future lies with less injurious adaptive ventilation strategies by Ross Freebairn

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“An Infinite and Endless Liar”: Paroles as a Case Study of the Pragmatics of Lying in Shakespeare by Aoife Beville

Subjects: “…pragmatics of lying…”
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Are Intelligent People Better Liars? Relationships between Cognitive Abilities and Credible Lying by Justyna Sarzyńska-Wawer, Krzysztof Hanusz, Aleksandra Pawlak, Julia Szymanowska, Aleksander Wawer

“…Lying is essential to social communication. Despite years of research, its detection still poses many challenges. …”
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triact package for R: analyzing the lying behavior of cows from accelerometer data by Michael Simmler, Stijn P. Brouwers

“…In a user-friendly workflow, triact allows the determination of common measures for lying behavior including total lying duration, the number of lying bouts, and the mean duration of lying bouts. …”
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Lie Symmetry Analysis, Particular Solutions and Conservation Laws of Benjiamin Ono Equation by Zhenli Wang, Liangji Sun, Rui Hua, Lihua Zhang, Haifeng Wang

Subjects: “…lie symmetry analysis…”
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The full cohomology, abelian extensions and formal deformations of Hom-pre-Lie algebras by Shanshan Liu, Abdenacer Makhlouf, Lina Song

Subjects: “…hom-pre-lie algebra…”
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Low-lying structure of 15C: Information on the N=8 shell gap by Lois-Fuentes J., Fernández-Domínguez B., Pereira-López X., Delaunay F., Catford W.N., Matta A., Orr N.A., Duguet T., Otsuka T., Somà V., Sorlin O., Suzuki T., Achouri N.L., Assié M., Bailey S., Bastin B., Blumenfeld Y., Borcea R., Caamaño M., Caceres L., Clément E., Corsi A., Curtis N., Deshayes Q., Farget F., Fisichella M., de France G., Franchoo S., Freer M., Gibelin J., Gillibert A., Grinyer G. F., Hammache F., Kamalou O., Knapton A., Kokalova Tz., Lapoux V., Le Crom B., Leblond S., Marqués F.M., Morfouace P., Pancin J., Perrot L., Piot J., Pollacco E., Ramos D., Regueira-Castro D., Rodríguez-Tajes C., Roger T., Rotaru F., Sénoville M., de Séréville N., Smith R., Stanoiu M., Stefan I., Stodel C., Suzuki D., Thomas J.C., Timofeyuk N., Vandebrouck M., Walshe J., Wheldon C.

“…The low-lying structure of 15C has been investigated via the neutron-removal d(16C, t) reaction. …”
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Sweeping Surfaces Due to Conjugate Bishop Frame in 3-Dimensional Lie Group by Awatif Al-Jedani, Rashad Abdel-Baky

“…In this work, we present a new Bishop frame for the conjugate curve of a curve in the 3-dimensional Lie group <inline-formula><math xmlns="http://www.w3.org/1998/Math/MathML" display="inline"><semantics><msub><mi mathvariant="double-struck">G</mi><mn>3</mn></msub></semantics></math></inline-formula>. …”
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Donald A. Ritchie, The Columnist: Leaks, Lies, and Libel in Drew Pearson’s Washington. by Dean J. Kotlowski

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Classification of Lorentzian Lie Groups Based on Codazzi Tensors Associated with Yano Connections by Jiajing Miao, Jinli Yang, Jianyun Guan

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Classification of Filiform Lie Algebras up to dimension 7 Over Finite Fields by Falcón Óscar J., Falcón Raúl M., Núñez Juan, Pacheco Ana M., Villar M. Trinidad

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Coordinate-free Lie-group-based modeling and simulation of a submersible vehicle by Simone Fiori

Subjects: “…lie group theory…”
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Boundedness of square functions related with fractional Schrödinger semigroups on stratified Lie groups by Zhiyong Wang, Kai Zhao, Pengtao Li, Yu Liu

“…In this paper, we consider a Schrödinger operator $ L = -\Delta_{\mathbb{H}}+V $ on the stratified Lie group $ \mathbb{H} $. First, we establish fractional heat kernel estimates related to $ L^{\beta} $, $ \beta\in(0, 1) $. …”
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No waiting lying in a corridor: a quality improvement initiative in an emergency department by Thomas Schmutz, Christophe Le Terrier, Vincent Ribordy, Youcef Guechi

“…Despite multiple strategies proposed to overcome overcrowding, the accumulation of patients lying in bed awaiting treatment or hospitalisation is often inevitable and a major obstacle to quality of care. …”
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Data‐Driven Stochastic Lie Transport Modeling of the 2D Euler Equations by Sagy R. Ephrati, Paolo Cifani, Erwin Luesink, Bernard J. Geurts

“…The framework of Stochastic Advection by Lie Transport (SALT) (Cotter et al., 2019, https://doi.org/10.1137/18m1167929) is employed to define a stochastic forcing that is decomposed in terms of a deterministic basis (empirical orthogonal functions, EOFs) multiplied by temporal traces, here regarded as stochastic processes. …”
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Lie symmetry analysis and some new exact solutions of the Fokker–Planck equation by Samar Al-Nassar, Mehdi Nadjafikhah

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Identification of magnetic field errors in synchrotrons based on deep Lie map networks by Conrad Caliari, Adrian Oeftiger, Oliver Boine-Frankenheim

“…While they sequentially build a field error model for subsequent accelerator sections, a method detecting field errors in parallel could save valuable beam time. We introduce deep Lie map networks, which enable the construction of an accelerator model including multipole components for the magnetic field errors by linking charged particle dynamics with machine learning methodology in a data-driven approach. …”
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