Field Equations for Lovelock Gravity: An Alternative Route by Sumanta Chakraborty

“…The above derivation naturally generalizes to Lovelock gravity theories where an appropriate curvature tensor satisfying the symmetries as well as the Bianchi derivative properties of the Riemann tensor has to be used. …”
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Accidental radioisotope burns - Management of late sequelae by Varghese Bipin, Thomas Shaji, Nair Balakrishnan, Mathew P, Sebastian Paul

“…In a 25 year old male who sustained such trauma by accidental industrial exposure to Iridium192 the early presentation involved recurrent haematemesis, pancytopenia and bone marrow suppression. …”
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An optimized basis for hadronic light-by-light scattering by Martin Hoferichter, Peter Stoffer, Maximilian Zillinger

“…Abstract We present a new basis for the hadronic light-by-light (HLbL) tensor that is optimized for the evaluation of narrow-resonance contributions to HLbL scattering in the anomalous magnetic moment of the muon. …”
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A New Methodology for Multiscale Myocardial Deformation and Strain Analysis Based on Tagging MRI by Luc Florack, Hans van Assen

“…We propose a new, promising methodology, which departs from a multiscale algorithm that exploits local scale selection so as to obtain a robust estimate for the velocity gradient tensor field. Time evolution of the deformation tensor is governed by a first-order ordinary differential equation, which is completely determined by this velocity gradient tensor field. …”
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Holographic correlators of boundary/crosscap CFTs in two dimensions by Yun-Ze Li, Yunfei Xie, Song He

“…Extending these results, we investigate the holographic duals of XCFTs, presenting explicit scalar and stress tensor correlator computations on projective geometries such as ℝℙ2. …”
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A rational view of the beam instabilities by Y. Narita, U. Motschmann

“…Here, we present a rational singularity-removal method for constructing the dielectric tensor and solving for the dispersion relation in a cold plasma with beam components. …”
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Particle production from inhomogeneities: general metric perturbations by Raghuveer Garani, Michele Redi, Andrea Tesi

“…Abstract We present universal formulas for particle production from gravitational inhomogeneities. …”
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String Theory Explanation of Galactic Rotation Found Using the Geodesic Constraint by Mark D. Roberts

“…The unique spherically symmetric metric which has vanishing Weyl tensor, is asymptotically de-Sitter, and can model constant galactic rotation curves is presented. …”
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Current-Component Independent Transition Form Factors for Semileptonic and Rare D⟶πK Decays in the Light-Front Quark Model by Ho-Meoyng Choi

“…Together with our recent analysis of the current-component independent form factors f±q2 for the semileptonic decays, we present the current-component independent tensor form factor fTq2 for the rare decays to make the complete set of hadronic matrix elements regulating the semileptonic and rare D⟶πK decays in our LFQM. …”
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Accidental radioisotope burns - Management of late sequelae by Bipin T. Varghese, Shaji Thomas, Balakrishnan Nair, Mathew P. C., Paul Sebastian

“…In a 25 year old male who sustained such trauma by accidental industrial exposure to Iridium192 the early presentation involved recurrent haematemesis, pancytopenia and bone marrow suppression. …”
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Gravito-electromagnetism, Kerr-Schild and Weyl double copies; a unified perspective by Elena Cáceres, Brian Kent, Harita Palani Balaji

“…The basis of the GEM program utilizes comparisons of tidal tensors between GR and EM; we perform a more detailed analysis of conditions necessary for equivalent tidal tensors between the theories, and note they require the same source prescription as the classical double copy. …”
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An analysis of various descriptions of state of strain in the linear Kirchhoff-Love type shell theory by Tomasz LEWIŃSKI

“…Among others Kilchevsky's idea of the description of the state of strain in an arbitrary point of the shell is presented by means of the strain tensor parallely shifted to the base on the middle surface. …”
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Nonrelativistic Approximation in the Theory of a Spin-2 Particle with Anomalous Magnetic Moment by Alina Ivashkevich, Viktor Red’kov, Artur Ishkhanyan

“…The complete wave function consists of a two-rank symmetric tensor and a three-rank tensor that is symmetric in two indices. …”
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A MATHEMATICAL MODEL OF THE MILITARY TRANSPORT AIRCRAFT MOVEMENT AT CARGO ITEM DROP by A. D. Kuznetsov

“…This approach takes into account changes of the inertia tensor and the position of the main central axes of inertia in the process of landing of a cargo item. …”
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Conformal bootstrap equations from the embedding space operator product expansion by Jean-François Fortin, Wen-Jie Ma, Valentina Prilepina, Witold Skiba

“…To take maximal advantage of the known properties of the scalar conformal blocks for symmetric-traceless exchange, we construct tensorial generalizations of the three-point and four-point scalar conformal blocks that have many nice properties. Further, we present a special basis of tensor structures for three-point correlation functions endowed with the remarkable simplifying property that it does not mix under permutations of the external quasi-primary operators. …”
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XYZ Ruby Code: Making a Case for a Three-Colored Graphical Calculus for Quantum Error Correction in Spacetime by Julio C. Magdalena de la Fuente, Josias Old, Alex Townsend-Teague, Manuel Rispler, Jens Eisert, Markus Müller

“…In such efforts, introducing time dynamics explicitly in both analysis and design of error-correcting protocols constitutes an important cornerstone. In this work, we present a graphical formalism based on tensor networks to capture the logical action and error-correcting capabilities of any Clifford circuit with Pauli measurements. …”
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Critical spin models from holographic disorder by Dimitris Saraidaris, Alexander Jahn

“…Discrete models of holographic dualities, typically modeled by tensor networks on hyperbolic tilings, produce quantum states with a characteristic quasiperiodic disorder not present in continuum holography. …”
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Complete CP-eigen bases of meson-baryon chiral lagrangian up to p 5-order by Chuan-Qiang Song, Hao Sun, Jiang-Hao Yu

“…Abstract Chiral perturbation theory describes the low energy dynamics of mesons and baryons in terms of the nonlinear Goldstone boson and fermion degrees of freedom. Through the Young tensor technique, we construct the on-shell operator bases for the meson-baryon system up to p 5-order, using the chiral dimension power counting and heavy baryon expansion. …”
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Indefinite Almost Paracontact Metric Manifolds by Mukut Mani Tripathi, Erol Kılıç, Selcen Yüksel Perktaş, Sadık Keleş

“…Several examples are presented. Some typical identities for curvature tensor and Ricci tensor of (ε)-para Sasakian manifolds are obtained. …”
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Calculation of changes in state of Murnaghans elastic-plastic material under conditions of flow with known movement speeds by O. L. Shved

“…The defining equations are formulated in a finite form for the specific potential energy of elastic deformation and the Cauchy stress tensor. Differential defining equations are presented for the stresses potential, stresses and anisotropy parameters. …”
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