| A.1 Gulen, D., Baskal, S., Non-linearity, dissipation and transport in a molecular trimer. "J. Phys. : Con. Matt.", 5, (1993), p.889-906.|
A.2 Baskal, S., Dereli, T., Higher-derivative effective Yang-Mills theory and static spherically symmetric field configurations. "J. Phys. G: Nucl. Part. Phys.", 19, (1993), p.477-484.
A.3 Baskal, S., Eris, A., Backlund transformations for harmonic maps in two independent variables. "Int. J. Theor. Phys.", 33, (1994), p.1371-1382.
A.4 Baskal, S., Eris,E.,Satir,A., On generalized local symmetries of the SO(2,1) invariant non-linear sigma model. "Phys. Lett. A", 196, (1994), p.43-46.
A.5 Baskal, S., Kim, Y. S., Little groups and Maxwell-type tensors for massive and massless particles. "Europhys. Lett.", 40, (1997), p.375-380.
A.6 S. Baskal, Radiation in Yang-Mills Formulation of Gravity and a Generalized pp-Wave Metric. "Progress of Theoretical Physics", 102, (1999), p.803-807.
A.7 Dumitru Baleanu, Sibel Baskal, Lax tensors and separable coordinates in (2+1) dimensions. "Czechoslovak Journal of Physics", 50, (2000), p.1189-1194.
A.8 Dumitru Baleanu, Sibel Baskal, Geometrization of the Lax Pair Tensors. "Modern Physics Letters A", 15, (2000), p.1103-1150.
A.9 Sibel Baskal, Dirac Gamma Matrices as Representations of the Algebra of Little Groups. "Modern Physics Letters A", 15, (2000), p.833-839.
A.10 S. Baskal, Y. S. Kim, Shear Representations of Beam Transfer Matrices. "Phys. Rev. E", 63, (2001), p.56606.
A.11 D. Baleanu, S. Baskal, Dual Metrics for a Class of Radiative Spacetimes . "Modern Physics Letters", 16, (2001), p.135-142.
A.12 S. Baskal, Y. S. Kim, Wigner rotations in laser cavities. "Physical Review E", 66, (2002), p.26604-26609.
A.13 D. Baleanu, S. Baskal, Dual Metrics and Non-generic Supersymmetries for a Class of Siklos Spacetimes. "International Journal of Modern Physics A", 17, (2002), p.3737-3747.
A.14 D. Baleanu, S. Baskal, Killing-Yano Symmetry for a Class of Spacetimes Admitting Parallel Null 1-Planes. "Il Nuovo Cimento B", 117, (2002), p.501-511.
A.15 S. Baskal, Y. S. Kim, Lens Optics as an Optical Computer for Group Contractions. "Physicsl Review E", 67, (2003), p.56601-56609.
A.16 S. Baskal, Wigner rotations and little groups . "ACTA PHYSICA HUNGARICA NEW SERIES-HEAVY ION PHYSICS", 19, (2004), p.273-276.
A.17 Baskal S, Georgieva E, Kim YS, Noz ME, Lorentz group in classical ray optics. "JOURNAL OF OPTICS B-QUANTUM AND SEMICLASSICAL OPTICS", 6, (2004), p.s455-s472.
A.18 S. Baskal, Y. S. Kim, Rotations associated with Lorentz boosts. "Phys. A: Math. Gen. 38 (2005) 6545", 38, (2005), p.6545-6556.
A.19 S. Baskal, Y. S. Kim, The Language of Einstein spoken by optical instruments. "OPTICS AND SPECTROSCOPY", 99, (2005), p.443-446.
A.20 S. Baskal, Y. S. Kim, "de Sitter group as a symmetry for optical decoherence" . "J. Phys. A: Math. Gen", 39, (2006), p.7775-7789.
A.21 S. Baskal, Y. S. Kim, ABCD matrices as similarity transformations of Wigner matrices and periodic systems in optics. "Journal of the Optical Society of America A", 26, (2009), p.2049-2054.
A.22 S. Baskal, Y. S. Kim, One analytic form for four branches of the ABCD matrix. " Journal of Modern Optics", 57, (2010), p.1251-1260.
A.23 S. Baskal, H. Kuyrukcu, Kaluza-Klein reduction of a quadratic curvature model . " General Relativity and Gravitation", 45, (2013), p.359-371.
A.24 S. Baskal, Y. S. Kim, Lens optics and the continuity problems of the ABCD matrix. "Journal of Modern Optics", 61, (2014), p.161-166.
A.25 S. Baskal, Y. S. Kim, M. E. Noz, Wigner's Space-time Symmetries based on the Two-by-two Matrices of the Damped Harmonic Oscillators and the Poincaré Sphere. "Symmetry", 6, (2014), p. 473-515.
A.26 Başkal, S.; Kim, Y.S.; Noz, M.E, Entangled Harmonic Oscillators and Space-Time Entanglement. "Symmetry", 8, (2016), p.55-81.
A.27 Baskal, Sibel; Kim, Young S.; Noz, Marilyn E., Loop Representation of Wigner's Little Groups. "Symmetry", 9, (2017), p.97-119.
| A.1 Baskal, S., Kim, Y. S., Contraction of a second-rank tensor. "Quantum Groups, Deformations and Contractions", (1997).|
A.2 Sibel Baskal, Y. S. Kim, Ray Octics and Sheared States as Representations of Symplectic Groups. "Sixth International Conference on Squeezed States and Uncertainty Relations", CP-2000, (2000), p.174-177.
A.3 S. Baskal, Y. S. Kim, Wigner Rotations and Little Groups. "Abstracts of the Wigner Centennial Conference", (2002), p.30.
A.4 S. Baskal, Wigner Rotations and Little Groups. "Wigner Centennial Conference, Pecs, 2002", (2003), p.4.
A.5 Baskal S, Kim YS, The Language of Einstein spoken by optical instruments. "Book of abstracts: "X International conference on quantum optics May 2004, Minsk"", (2004).
A.6 Baleanu D, Baskal S, Compatibilty of non-generic supersymmetries and geometric duality for a subclass of generalized pp-wave metrics . "AIP Conference Proceedings", 729, (2004), p.106.
A.7 Baskal S, Kim YS, Little group kinematics associated with classical optics . "Book of abstracts "XIth International Conference on Symmetry Methods in Physics "", (2004).
A.8 S. baskal, Y. S. Kim, Some periodicity properties of ABCD matrices and its applications. "International Workshop on New Trends in Science and Technology", (2008), p.50-51.
Book and Chapter in a Book
| A.1 S. Baskal, Y. S. Kim, Lorentz Group in Ray and Polarization Optics. " Mathematical Optics: Classical, Quantum, and Computational Methods", (2012), p.293-330.|
A.2 Sibel Başkal, Young S. Kim, Marilyn E. Noz, Physics of the Lorentz Group. "Morgan and Claypool as a part of Institute of Physics", (2015), p.138.