Bias, bullshit and lies: audience perspectives on low trust in the media by Newman, N, Fletcher, R

Lie point symmetries and an approximate solution for the Schrödinger–Newton equations by Robertshaw, O, Tod, K

Spontaneous and stable uniform lying helix liquid-crystal alignment by Outram, B, Elston, S

Robust frameworks for the observability and lie symmetries of structural dynamical systems by Shi, X

“…</p> <p>In Chapter 4, computational frameworks are developed for Lie symmetries of nonlinear systems with unmeasured inputs. …”

On the growth of $L^2$-invariants for sequences of lattices in Lie groups by Abert, M, Bergeron, N, Biringer, I, Gelander, T, Nikolov, N, Raimbault, J, Samet, I

“…For higher rank simple Lie groups $G$, we exploit rigidity theory, and in particular the Nevo--St\"{u}ck--Zimmer theorem and Kazhdan's property (T), to obtain a complete understanding of the space of IRSs of $G$.…”

On the growth of $L^2$-invariants for sequences of lattices in Lie groups by Abert, M, Bergeron, N, Biringer, I, Gelander, T, Nikolov, N, Raimbault, J, Samet, I

“…For higher rank simple Lie groups $G$, exploiting rigidity theory, and in particular the Nevo-Stuck-Zimmer theorem and Kazhdan`s property (T), we are able to analyze the space of IRSs of $G$. …”

Krull dimension of affinoid enveloping algebras of semisimple Lie algebras by Ardakov, K, Grojnowski, I

“… <p style="text-align:justify;"> Using Beilinson–Bernstein localisation, we give another proof of Levasseur's theorem on the Krull dimension of the enveloping algebra of a complex semisimple Lie algebra. The proof also extends to the case of affinoid enveloping algebras. …”

Computational framework of lie symmetries of nonlinear systems with unmeasured inputs by Shi, X, Chatzis, M

“…This work proposes a novel framework for computing general Lie symmetries of nonlinear dynamical systems with unmeasured (unknown) inputs. …”

“That lie of state”: Andrew Marvell, the Earl of Arlington, and Restoration newswriting by Avery, J

Alignment of the Uniform Lying Helix Structure in Cholesteric Liquid Crystals by Salter, P, Elston, S, Raynes, P, Parry-Jones, L

Muscle testing for lie detection: Grip strength dynamometry is inadequate by Jensen, A, Stevens, R, Burls, A

“…For instance, muscle response testing (MRT) was used to distinguish lies (a known stressor) from truth. Therefore, it is hypothesised that DMT might be used to detect deceit as well, and the aim of this study was to investigate if grip strength via dynamometric muscle testing (DMT) could be used to distinguish lies from truth.…”

Symplectic Dirac operators for Lie algebras and graded Hecke algebras by Ciubotaru, D, De Martino, M, Meyer, P

“…We work in the settings of ℤ/2-graded quadratic Lie algebras 𝔤 = 𝔨 + 𝔭 and of graded affine Hecke algebras ℍ. …”

The length of conjugators in solvable groups and lattices of semisimple Lie groups by Sale, A, Andrew Sale

“…</p> <p>Conjugacy length is also studied between certain types of elements in lattices of higher-rank semisimple real Lie groups. In particular we obtain linear upper bounds for the length of a conjugator from the ambient Lie group within certain families of real hyperbolic elements and unipotent elements. …”

Lying for Strategic Advantage: Rational and Boundedly Rational Misrepresentation of Intentions. by Crawford, V

“…Allowing for the possibility of bounded strategic rationality and rational players’ responses to it yields a sensible account of lying via costless, noiseless messages. In some leading cases, the model has generically unique pure-strategy sequential equilibria, in which rational players exploit boundedly rational players, but are not themselves fooled. …”

Creative people tend to tell lies, especially in enriched environment by Chan, Shia-Wen, Tan, Wan-Qing, Tan, Chee-Seng

“…Two-way ANOVA analysis showed that creative participants, as well as those in the enriched environment, were more likely to tell lies than their counterparts. More importantly, the interaction effect of creativity and environment was statistically significant. …”
Get full text

Rigidity of some classes of Lie algebras in connection to Leibniz algebras by Abdulkareem, Abdulafeez Olalekan, Rakhimov, Isamiddin Sattarovich, Said Husain, Sharifah Kartini

“…We deal with Leibniz algebras which are generalizations of Lie algebras. In Lie algebras case, there are different kind of rigidities (rigidity, absolutely rigidity, geometric rigidity, e.t.c.). …”
Get full text

The classification of delay differential equations using lie symmetry analysis by Muhsen, Laheeb

“…The present work develops a new approach to classify the second-order RDDEs as well as neutral DDEs (NDDEs) to solvable Lie algebra without changing the space variables, and obtains one-parameter Lie groups of the corresponding DDEs to arrive at the transformation solutions. …”
Get full text

Educating via the internet: The challenge of identifying and curbing eLIES by Jamaludin, Zulikha

“…This paper defines and categorize eLies, provide eleven ways of identifying them as well as an integrated strategy, tips and method to curb eLies. …”
Get full text

Higher Order Geometric Theory of Information and Heat Based on Poly-Symplectic Geometry of Souriau Lie Groups Thermodynamics and Their Contextures: The Bedrock for Lie Group Machine Learning by Frédéric Barbaresco

Subjects: Get full text

Cues to deception: can complications, common knowledge details, and self-handicapping strategies discriminate between truths, embedded lies and outright lies in an Italian-speaking sample? by Letizia Caso, Lucrezia Cavagnis, Aldert Vrij, Nicola Palena

Subjects: Get full text