C. Malyshev, “The T(3)-Gauge Model, the Einstein-Like Gauge Equation, and Volterra Dislocations with Modified Asymptotics”, Annals of Physics, 286, № 2, 2000, 249
S.A. Alix, C. Cafaro, S. Capozziello, Ch. Corda, “A bound quantum particle in a Riemann–Cartan space with topological defects and planar potential”, Physics Letters A, 366, № 4-5, 2007, 315
R.L.L. Vitória, C. Furtado, K. Bakke, “On a relativistic particle and a relativistic position-dependent mass particle subject to the Klein–Gordon oscillator and the Coulomb potential”, Annals of Physics, 370, 2016, 128
Selma R. Vieira, Sérgio Azevedo, “Double Aharonov–Bohm effect in a medium with a linear topological defect”, Physics Letters A, 288, № 1, 2001, 29
Arash Yavari, Alain Goriely, “Riemann–Cartan Geometry of Nonlinear Dislocation Mechanics”, Arch Rational Mech Anal, 205, № 1, 2012, 59
Sébastien Fumeron, Erms Pereira, Fernando Moraes, “Generation of optical vorticity from topological defects”, Physica B: Condensed Matter, 476, 2015, 19
Marcos C.R. Ribeiro, Márcio M. Cunha, Cleverson Filgueiras, Edilberto O. Silva, “Quantum particle motion on the surface of a helicoid in the presence of an harmonic oscillator”, Physics Open, 5, 2020, 100045
Maxim N. Chernodub, Yago Ferreiros, Adolfo G. Grushin, Karl Landsteiner, María A.H. Vozmediano, “Thermal transport, geometry, and anomalies”, Physics Reports, 977, 2022, 1
S. Zare, H. Hassanabadi, A. Guvendi, W. S. Chung, “On the interaction of a Cornell-type nonminimal coupling with the scalar field under the background of topological defects”, Int. J. Mod. Phys. A, 37, № 06, 2022, 2250033
Claudio Furtado, Fernando Moraes, A.M. de M. Carvalho, “Geometric phases in graphitic cones”, Physics Letters A, 372, № 32, 2008, 5368