Publications

  • J. Matyjasek and M. Telecka, Kiselev and Schwarzschild–de Sitter black holes in higher derivative theories of gravitation, Physical Review D 107, (2023) 064058.
  • J. Matyjasek, Accurate quasinormal modes of the five-dimensional Schwarzschild-Tangherlini black holes, Physical Review D104, (2021) 084066.
  • J. Matyjasek, Quasinormal modes of dirty black holes in the effective theory of gravity with a third order curvature term, Physical Review D102, (2020) 124046, arxiv:2009.10793
  • J. Matyjasek, Stress-energy of the quantized fields in the spacetime of the Damour-Solodukhin wormhole, Physical Review D102 (2020) 024082, arXiv:2005.07077 .
  • J. Matyjasek and M. Telecka, Quasinormal modes of black holes. II. Pade summation of the higher-order WKB terms, Physical Review D 100 (2019) 124006, arXiv:1908.09389
  • J.Matyjasek, Quantum fields in Bianchi type I spacetimes: The Kasner metric, Physical Review D 98 (2018) 104054, preprint article
  • J. Matyjasek and D. Tryniecki, Vacuum polarization of massive fields in the spacetime of the higher-dimensional black holes, Acta Physica Polonica B49 (2018) 1737, paper
  • E. Kocuper, J. Matyjasek and K. Zwierzchowska, Stress-energy tensor of quantized massive fields in static wormhole spacetimes, Physical Review D 96 (2017) 104057, arXiv:1709.09034
  • J. Matyjasek and M. Opala, Quasinormal modes of black holes: The improved semianalytic approach, Physical Review D 96 (2017) 024011, arXiv:1704.00361.
    (The lambda functions and instructions how to use them to construct the WKB and Pade approximations of the quasinomal modes can be obtained on request form the first author)
  • J. Matyjasek, Stress-energy tensor of the quantized massive scalar field in spherically-symmetric, topological and lukewarm black hole configurations in D=4 and D=5, Physical Review D 94 (2016) 084048.
  • J. Matyjasek and D. Tryniecki, Stress-energy tensor of the quantized massive field in spatially-flat D-dimensional Friedman-Robertson-Walker spacetimes, Acta Physica Polonica B 47 (2016) 2095, paper.
  • J. Matyjasek and P. Sadurski, Inside the Schwarzschild-Tangherlini black holes, Physical Review D 92 (2015) 044023, arXiv:1506.04432
  • J. Matyjasek and P. Sadurski, Stress-energy tensor of the quantized massive fields in Schwarzschild-Tangherlini spacetimes. The back reaction, Physical Review D 91 (2015) 044027, arXiv:1412.2389
  • J. Matyjasek and P. Sadurski, Vacuum polarization in spatially-flat N-dimensional Friedman-Robertson-Walker spacetimes, Acta Physica Polonica B 45 (2014) 2027, paper
  • J. Matyjasek, P. Sadurski and M. Telecka, Vacuum polarization of the quantized massive fields in Friedman-Robertson-Walker spacetime, Physical Review D 89 (2014) 084055.
  • J. Matyjasek and P. Sadurski, Stress-Energy Tensor of the Quantized Massive Fields in Friedman-Robertson-Walker Spacetimes, Physical Review D 88 (2013) 104015, arXiv:1309.0552 [gr-qc].
  • J. Matyjasek, P. Sadurski and D. Tryniecki, Inside the degenerate horizons of regular black holes, Physical Review D 87 (2013) 124025, arXiv:1304.6347
  • J. Matyjasek, P. Sadurski and M. Telecka, Quantized spinor and vector fields in the spacetime of the lukewarm black holes, Physical Review D 86 (2012) 084040.
  • J. Matyjasek and K. Zwierzchowska, Semiclassical lukewarm black holes, Physical Review D 85 (2012) 024009.
  • J. Matyjasek and K. Zwierzchowska, Lukewarm black holes in quadratic gravity, Modern Physics Letters A 26 (2011) 999.
  • M. Telecka and J. Matyjasek, Paleopositions of the chains of the meteorite craters on the Earth, Annales UMCS, sec. B 66 (2011) 53 .
  • J. Matyjasek, D. Tryniecki and K. Zwierzchowska, Vacuum polarization of the quantized massive scalar field in Reissner-Nordström spacetime, Physical Review D 81 (2010) 124047.
  • O. P. F. Piedra and J. Matyjasek, Quantum stress tensor for a massive vector field in the space-time of a cylindrical black hole, Physical Review D, 82 (2010) 067501.
  • J. Matyjasek and D. Tryniecki, AdS2 x S2 geometries and the extreme quantum-corrected black holes, Modern Physics Letters A, 24 (2009) 2517.
  • J. Matyjasek and D. Tryniecki, Next-to-leading term of the renormalized stress-energy tensor of the quantized massive scalar field in Schwarzschild spacetime. The back reaction, Physical Review D 79 (2009) 084017
  • J. Matyjasek, Entropy of nonlinear black holes in quadratic gravity, Acta Physica Polonica B 39 (2008) 39894
  • J. Matyjasek, Some remarks on the Einstein and Moller pseudotensors for static and spherically symmetric configurations, Modern Physics Letters A 23 (2008) 591
  • J. Matyjasek, D. Tryniecki and M. Klimek, Regular black holes in an asymptotically de Sitter universe, Modern Physics Letters A 23 (2008) 3377
  • J. Matyjasek, Vacuum polarization of massive spinor and vector fields in the spacetime of a nonlinear black hole, Physical Review D 76(2007) 084003.
  • W. Berej, J. Matyjasek, D. Tryniecki and M. Woronowicz, Regular black holes in quadratic gravity, General Relativity and Gravitation 38 (2006) 885.
  • J. Matyjasek, Entropy of quantum-corrected black holes, Physical Review D 74 (2006) 104030.
  • J. Matyjasek, M. Telecka and D. Tryniecki, Higher dimensional black holes with a generalized gravitational action, Physical Review D 73 (2006) 124016.
  • J. Matyjasek and O. B. Zaslavskii, Semiclassical ultraextremal horizons, Physical Review D 71 (2005) 087501.
  • J. Matyjasek, Approximate stress-energy tensor of the massless spin-1/2 field in Schwarzschild spacetime, Physical Review D 71 (2005) 027504
  • J. Matyjasek and O. B. Zaslavskii, Extremal limit for charged and rotating 2+1-dimensional black hole and Bertotti-Robinson geometry, Classical and Quantum Gravity 21 (2004) 4283.
  • J. Matyjasek, Extremal limit of the regular charged black holes in nonlinear electrodynamics, Physical Review D 70 (2004) 047504.
  • J. Matyjasek and D. Tryniecki, Charged black holes in quadratic gravity, Physical Review D 69 (2004) 124016.
  • W. Berej and J. Matyjasek, Quantized massive fields and semiclassical electrically charged black holes, Acta Physica Polonica B 34 (2003) 3957.
  • J. Matyjasek, Quantized massive scalar fields in the spacetime of a charged dilatonic black hole. Energy conditions, Acta Physica Polonica B 34 (2003) 3921.
  • J. Matyjasek and J. M. Matyjasek, Quantum backreaction of the massless scalar field on the Schwarzschild black hole, Annales UMCS - Lublin, Poland, sec. AAA, vol. LVII (2002) 329.
  • W. Berej and J. Matyjasek, Vacuum polarization in the spacetime of a charged nonlinear black hole, Physical Review D 66 (2002) 024022.
  • J. Matyjasek, Approximate methods of the quantum field theory in the spacetimes of the static black holes, Maria Curie-Sklodowska University Press 2002, (in Polish)
  • J. Matyjasek and O. B. Zaslavskii, Quantum back reaction of massive fields and self-consistent semiclassical extreme black holes and acceleration horizons, Physical Review D, 64 (2001) 104018.
  • J. Matyjasek, Vacuum polarization of massive scalar fields in the spacetime of an electrically charged nonlinear black hole, Physical Review D 63 (2001) 084004.
  • J. Matyjasek, Stress-energy tensor of neutral massive fields in Reissner- Nordstrom spacetime, Physical Review D 61 (2000) 124019.
  • J. Matyjasek, < T-nu(mu)>(ren) of the quantized conformal fields in the Schwarzschild spacetime: Israel-Hartle-Hawking state, Acta Physica Polonica B 30 (1999) 971.
  • J. Matyjasek, < T-nu(mu)>(ren) of the quantized conformal fields in the Unruh state in Schwarzschild spacetime, Physical Review D 59 (1999) 44002.
  • J. Matyjasek, Entropy of the quantized spin-1/2 field in the Schwarzschild spacetime, Physical Review D 57 (1998) 7615.
  • J. Matyjasek, Back reaction on the metric. Beyond the page approximation, Acta Physica Polonica B 29 (1998) 529.
  • J. Matyjasek, Approximate stress tensor of massless scalar field for an evaporating black hole, Classical and Quantum Gravity 14 (1997) L15.
  • J. Matyjasek, Stress-energy tensor of an electromagnetic field in Schwarzschild spacetime, Physical Review D 55 (1997) 809.
  • J. Matyjasek, Vacuum polarization in Schwarzschild spacetime: Boulware vacuum, Acta Physica Polonica B 27 (1996) 2005.
  • J. Matyjasek, Hadamard regularization in Schwarzschild spacetime: Israel- Hartle-Hawking vacuum, Physical Review D 53 (1996) 794.
  • J. Matyjasek, Cosmological models with a time-dependent Lambda term, Physical Review D 51 (1995) 4154.
  • J. Matyjasek, Junction conditions and static fluid cylinders in Lyra's geometry, International Journal of Theoretical Physics 33 (1994) 967.
  • J. Matyjasek, On Sen equations in arbitrary gauge, Astrophysics and Space Science 207 (1993) 313.
  • J. Matyjasek, Cosmic srings in Lyra geometry, Astrophysics and Space Science 192 (1992) 299.
  • J. Matyjasek, Black hole evaporation and inflationary cosmology, Acta Physica Polonica B 21 (1990) 851.
  • J. Matyjasek, < phi 2>reg in Schwarzschild-de Sitter space-time, Physics Letters A 131 (1988) 165.
  • J. Matyjasek, Cosmological constant and black hole evaporation, Physics Letters A 120 (1987) 179.
  • J. Matyjasek, The stress-energy tensor in Schwarzschild-de Sitter spacetime, Annales UMCS - Lublin, Poland, sec. AAA, vol. XL/XLI (1985/86) 329.
  • J. Matyjasek and J. Wiejak, Black hole evaporation in an inflationary universe, IF UMCS Report 1989, 27-28 (1990).
  • J. Matyjasek, Vacuum cylindrically symmetric solutions in Lyra - Sen theory, IF UMCS Report 1990, 33-34 (1991).
  • J. Matyjasek, On Sen equations in arbitrary gauge, IF UMCS Report 1992, 31-32 (1993).
  • J. Matyjasek, Bianchi identities in Lyra geometry, IF UMCS Report 1992, 33-34 (1993).
  • J. Matyjasek, Static fluid cylinders in Lyra's geometry, IF UMCS Report 1993, 27-28 (1994).
  • J. Matyjasek A. Czubla, Hadamard regularization in Schwarzschild spacetime, IF UMCS Report 1994, 33-34 (1995).
  • J. Matyjasek, Cosmological madels with a time-dependent Lambda-term, IF UMCS Report 1994, 35-36 (1995).
  • J. Matyjasek, T_{\nu}^{\mu} in Schwarzschild spacetime, IF UMCS Report 1995, 31-32 (1996).
  • J Matyjasek, Approximate renormalized T_{\nu}^{\mu} of an electromagnetic field in Schwarzschild spacetime: Hartle - Hawking vacuum,IF UMCS Annual Report 1996, 35-36 (1997).
  • J. Matyjasek, Entropy of the two-component quantized spinor field in the Schwarzschild spacetime, IF UMCS Annual Report 1997, 37-38 (1998).
  • J. Matyjasek, Anisotropic interior of quantum-corrected spherically symmetric black hole, IF UMCS Annual Report, 1998, 33-34 (1999).
  • J. Matyjasek, Stress-energy tensor of the quantized massive fields in curved spacetime, IF UMCS Annual Report, 1999, 31-32 (2000).