Asymptotic invariants of lattices in locally compact groups by Carderi, Alessandro

“…The aim of this work is to understand some of the asymptotic properties of sequences of lattices in a fixed locally compact group. In particular we will study the asymptotic growth of the Betti numbers of the lattices renormalized by the covolume and the rank gradient, the minimal number of generators also renormalized by the covolume. …”
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The Number of Chains of Subgroups in the Lattice of Subgroups of the Dicyclic Group by Ju-Mok Oh, Yunjae Kim, Kyung-Won Hwang

“…We give an explicit formula for the number of chains of subgroups in the lattice of subgroups of the dicyclic group B4n of order 4n by finding its generating function of multivariables.…”
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Two dimentional lattice vibrations from direct product representations of symmetry groups by J. N. Boyd, P. N. Raychowdhury

“…The transformation to achieve the diagonalization was obtained from group theorectic considerations. Next, the techniques developed for the double chain are applied to a square lattice. …”
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A lightweight lattice-based group signcryption authentication scheme for Internet of things by XU Chuan, AI Xinghao, WANG Shanshan, ZHAO Guofeng, HAN Zhenzhen

“…Therefore, a lightweight lattice-based group signcryption authentication scheme was designed. …”
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A group theoretic approach to generalized harmonic vibrations in a one dimensional lattice by J. N. Boyd, P. N. Raychowdhury

“…Beginning with a group theoretical simplification of the equations of motion for harmonically coupled point masses moving on a fixed circle, we obtain the natural frequencies of motion for the array. …”
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Stochastic renormalization group and gradient flow by Andrea Carosso

Subjects: “…Renormalization Group…”
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Fuzzy congruences on groups and rings by Marouf A. Samhan, T. M. G. Ahsanullah

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MAIN PARAMETER ANALYSIS AND MECHANICAL BEHAVIOR OF ANTI-KAGOME LATTICE STRUCTURE by HAN ZongZheng, DUAN MingDe, YANG ZiWei, ZHANG ZhuangYa, WANG Pei, WANG MaoHua

Subjects: “…Point group…”
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Comparison on the Horizontal Behaviors of Lattice-Shaped Diaphragm Wall and Pile Group under Static and Seismic Loads by Jiu-jiang Wu, Qian-gong Cheng, Hua Wen, Yan Li, Jian-lei Zhang, Ling-juan Wang

“…Lattice-shaped diaphragm wall (hereafter referring to LSDW) is a new type of bridge foundation, and the relevant investigation on its horizontal behaviors is scant. …”
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Radical classes of l-groups by Dao-Rong Ton

Subjects: “…lattice ordered groups (l-groups)…”
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Algebraic classification of Hietarinta’s solutions of Yang-Baxter equations: invertible 4 × 4 operators by Somnath Maity, Vivek Kumar Singh, Pramod Padmanabhan, Vladimir Korepin

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Polariton lattices as binarized neuromorphic networks by Evgeny Sedov, Alexey Kavokin

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Intuitionistic fuzzy lattice ordered G-modules by Poonam Sharma

“…The theory of lattice-ordered G-modules is very useful in the study of lattice-ordered groups and similar algebraic structures. …”
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Closed approximate subgroups: compactness, amenability and approximate lattices by Simon Machado

“…We investigate properties of closed approximate subgroups of locally compact groups, with a particular interest for approximate lattices (i.e., those approximate subgroups that are discrete and have finite co-volume).…”
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Development of Anisogrid Lattice Composite Structures for Fighter Wing Applications by Muhammad Kusni, Bambang Kismono Hadi, Leonardo Gunawan, Hendri Syamsudin

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Analysis and Experimental Demonstration of Reflectarray Antennas in Quasi-Regular Lattices by Borja Imaz-Lueje, Juan Corcoles, Marcos R. Pino, Manuel Arrebola

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Discrete Euler–Bernoulli beam lattices with beyond nearest connections by R G Edge, E Paul, K H Madine, D J Colquitt, T A Starkey, G J Chaplain

“…The propagation of elastic waves on discrete periodic Euler–Bernoulli mass-beam lattices is characterised by the competition between coupled translational and rotational degrees-of-freedom at the mass-beam junctions. …”
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Spectral multiplier theorems for abstract harmonic oscillators on UMD lattices by van Neerven, Jan, Portal, Pierre, Sharma, Himani

“…This can be seen as a generalisation of the Stone–von Neumann theorem to UMD lattices $X$ that are not Hilbert spaces.…”
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Bispectral duality and separation of variables from surface defect transition by Saebyeok Jeong, Norton Lee

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Mutual Authentication Scheme Based on Lattice for NFC-PCM Payment Service Environment by Sung-Wook Park, Im-Yeong Lee

“…In addition, related groups from the Republic of Korea have enhanced safety in communication by using standard techniques for activating NFC services. …”
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