Authors: Chao Qin, Yu Li, Zhongbi Wang, Guiyun Chen

Superior Title: AIMS Mathematics (2473-6988); 2024, Vol. 9 Issue 2, p2808-2823, 16p

Subject Terms: SYMPLECTIC groups, FINITE simple groups, NONABELIAN groups, FINITE groups, IRREDUCIBLE polynomials, INTEGERS

Authors: Colli, Pierluigi, Gilardi, Gianni, Signori, Andrea, Sprekels, Jürgen

Superior Title: Discrete & Continuous Dynamical Systems - Series S; Sep2023, Vol. 16 Issue 9, p1-21, 21p

Subject Terms: PHASE transitions, PARTIAL differential equations, LAGRANGE multiplier, NONABELIAN groups, BOUND states, NONLINEAR equations, MARKOV spectrum

Authors: Wen Teng, Jiulin Jin, Yu Zhang

Superior Title: AIMS Mathematics (2473-6988); 2023, Vol. 8 Issue 9, p21176-21190, 15p

Subject Terms: TENSOR algebra, NONABELIAN groups, ALGEBRA, COHOMOLOGY theory, INFINITESIMAL geometry

Authors: Jiangmin Pan, Yingnan Zhang

Superior Title: AIMS Mathematics (2473-6988); Jul2022, Vol. 7 Issue 7, p12689-12701, 13p

Subject Terms: NONABELIAN groups, CUBIC curves, FUZZY sets, CURVATURE, PARAMETERS (Statistics)

Authors: Cattaneo, Alberto S., Mnev, Pavel, Wernli, Konstantin

Superior Title: Journal of Geometric Mechanics; Jun2022, Vol. 14 Issue 2, p179-272, 94p

Subject Terms: CHERN-Simons gauge theory, SYMPLECTIC geometry, GENERATING functions, HAMILTON-Jacobi equations, NONLINEAR theories, NONABELIAN groups, MODEL theory

Authors: Huebschmann, Johannes

Superior Title: Journal of Geometric Mechanics; Sep2021, Vol. 13 Issue 3, p385-402, 18p

Subject Terms: ALGEBRA, DIFFERENTIAL algebra, ALGEBROIDS, HOMOTOPY theory, COCYCLES, NONABELIAN groups

Authors: Kim, Sang-hyun, Koberda, Thomas, Rivas, Cristóbal

Superior Title: Journal of Modern Dynamics; 2021, Vol. 17, p285-304, 20p

Subject Terms: SUBGROUP growth, NONABELIAN groups, HOMEOMORPHISMS, ARTIN algebras

Authors: Hochgerner, Simon

Superior Title: Journal of Geometric Mechanics; Dec2020, Vol. 12 Issue 4, p641-669, 29p

Subject Terms: HAMILTONIAN systems, CLOSED loop systems, SYMMETRY, SYMMETRY groups, HAMILTONIAN mechanics, CONSERVATION laws (Mathematics), NONABELIAN groups

Authors: Arpasi, Jorge P.

Superior Title: Advances in Mathematics of Communications; Aug2020, Vol. 14 Issue 3, p423-436, 14p

Subject Terms: ABELIAN groups, NONABELIAN groups, ERROR probability, CIPHERS, DEFINITIONS

Authors: MANDIĆ, JOŠKO, VUČIČIĆ, TANJA

Superior Title: Advances in Mathematics of Communications; Aug2016, Vol. 10 Issue 3, p547-554, 8p

Subject Terms: HADAMARD codes, NONABELIAN groups, GEOMETRICAL constructions, DIFFERENCE sets, BLOCK designs

Authors: GARCÍA PILLADO, CRISTINA, GonzÁLEZ, SANTOS, MARKOV, VICTOR, MARTÍNEZ, CONSUELO, NECHAEV, ALEXANDR

Superior Title: Advances in Mathematics of Communications; Feb2016, Vol. 10 Issue 1, p1-10, 10p

Subject Terms: NONABELIAN groups, GROUP codes (Coding theory), GROUP rings, DIMENSIONS, SEMISIMPLICIAL complexes, BINARY number system

Authors: THOMAS, ELDHO K., MARKIN, NADYA, OGGIER, FRÉDÉRIQUE

Superior Title: Advances in Mathematics of Communications; May2014, Vol. 8 Issue 2, p139-152, 14p

Subject Terms: ABELIAN groups, FINITE groups, RANDOM variables, ENTROPY, NONABELIAN groups, LINEAR network coding

Authors: Firer, Marcelo, Costa, Sueli I. R., Vaishampayan, Vinay A.

Superior Title: Advances in Mathematics of Communications; Aug2020, Vol. 14 Issue 3, pi-i-i-i, 1p

Subject Terms: INFORMATION theory, NONABELIAN groups, CYCLIC codes, QUANTUM cryptography