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17 September 2019
 
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Results 1 to 19 of 19 for query "S. Baskal". (0.00 sec.)


1.
Radiation in Yang-Mills formulation of gravity and a generalized pp-wave metric
S. Baskal;
23 Dec 1997   /  Prog.Theor.Phys. 102 (1999) 803-807
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2.
Symmetries of the Poincare sphere and decoherence matrices
S. Baskal; Y. S. Kim;
11 Dec 2004
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3.
Rotations associated with Lorentz boosts
S. Baskal; Y. S. Kim;
15 Dec 2003   /  J.Phys. A38 (2005) 6545-6556
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4.
Lens optics as an optical computer for group contractions
S. Baskal; Y. S. Kim;
30 Oct 2002   /  Phys. Rev. E 67 (2003) 56601
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5.
Geometrization of the Lax Pair Tensors
D. Baleanu; S. Baskal;
3 Apr 2001   /  Mod. Phys. Lett. A 15 (2000) 1503
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6.
Dual Metrics and Non-Generic Supersymmetries for a Class of Siklos Spacetimes
D. Baleanu; S. Baskal;
9 Aug 2001   /  Int.J.Mod.Phys. A17 (2002) 3737-3748
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7.
Dual Metrics for a Class of Radiative Spacetimes
D. Baleanu; S. Baskal;
26 Dec 2000   /  Mod.Phys.Lett. A16 (2001) 135-142
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8.
Lorentz Group in Ray and Polarization Optics
S. Baskal; Y. S. Kim;
23 Apr 2012
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9.
ABCD Matrices as Similarity Transformations of Wigner Matrices and Periodic Systems in Optics
S. Baskal; Y. S. Kim;
16 May 2008
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10.
Diagonalization of Sp(2) matrices
S. Baskal; Elena Georgieva; Y. S. Kim;
11 Jan 2007
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11.
The language of Einstein spoken by optical instruments
Sibel Baskal; Y. S. Kim;
28 Jul 2004
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12.
Lorentz Group in Ray Optics
S. Baskal; E. Georgieva; Y. S. Kim; M. E. Noz;
19 Dec 2003
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13.
Wigner's new physics frontier: Physics of two-by-two matrices, including the Lorentz group and optical instruments
Sibel Baskal; Elena Georgieva; Y. S. Kim;
31 Oct 2003
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14.
Wigner Rotations in Laser Cavities
S. Baskal; Y. S. Kim;
31 Aug 2001   /  Phys.Rev. E66 (2002) 26604
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15.
One anlytic form for four branches of the ABCD matrix
S. Baskal; Y. S. Kim;
5 Feb 2010
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16.
Lorentz Group applicable to Finite Crystals
Sibel Baskal; Elena Georgieva; Y. S. Kim;
18 Jul 2006
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17.
Binary Representations of ABCD Matrices
S. Baskal; Y. S. Kim;
24 Aug 2000   /  Phys. Rev. E 63 (2001) 56606
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18.
Kaluza-Klein Reduction of a Quadratic Curvature Model
S. Baskal; H. Kuyrukcu;
9 Apr 2010
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19.
Killing-Yano symmetry for a class of spacetimes admitting parallel null 1-planes
D. Baleanu; S. Baskal;
17 Jun 2002   /  Nuovo Cim. B117 (2002) 501-510
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