MAKALELER

  • BS Kandemir
    Hairy BTZ black hole and its analogue model in graphene Annals of Physics 413, 168064 (2020).
  • BS Kandemir and S Atağ
    Substrate-limited helical edge states Phys.Rev. B 100 , 245408 (2019)
  • BS Kandemir and D. Akay
    Photoinduced Dynamical Band Gap in Graphene: The Effects of Electron-Phonon and Spin-Orbit Interaction Physica Status Solidi B-Basic Solid State Physics 255, 1800163 (2018)
  • BS Kandemir and N. Gokcek
    Velocity renormalization in graphene: The role of trigonal warping and electron-phonon coupling effects The International Journal of Modern Physics B 31 ,1750235 (2017)
  • BS Kandemir and Umit Ertem
    Quasinormal modes of BTZ black hole and Hawking-like radiation in graphene Annalen der Physik 529,1600330 (2017)
  • BS Kandemir
    Possible formation of chiral polarons in graphene (vol 25, 025302, 2013) J. Phys. Condens. Matter 29, 089501 (2017)
  • BS Kandemir and D. Akay
    The effect of electron-A(1g) phonon coupling in spin-orbit-coupled graphene The Philosophical Magazine 97, 2225 ( 2017)
  • A . Mogulkoc, M. Modarresi BS Kandemir et al.
    Magnetotransport properties of corrugated stanene in the presence of electric modulation and tilted magnetic field Physica Status Solidi (b) – Basic Solid State Physics 253, 300 (2016)
  • BS Kandemir and A. Mogulkoc
    Chiral symmetry breaking by a magnetic field in graphene Physics Letters A 379, 2120 ( 2015)
  • BS Kandemir and D. Akay
    Tuning the pseudo-Zeeman splitting in graphene cones by magnetic field The Journal of Magnetism and Magnetic Materials 384, 101 (2015)
  • BS Kandemir and Emine Aydin
    Phonon Dispersions of Graphene from Unzipping Carbon Nanotubes J Low Temp Phys 179, 320 (2015)
  • A. Mogulkoc, M. Modarresi, B. S. Kandemir, et al.
    The role of electron-phonon interaction on the transport properties of graphene based nano-devices Physica B Condens Matter 446, 85 (2014)
  • BS Kandemir and A. Mogulkoc
    Zone-boundary phonon induced mini band gap formation in graphene Solid State Commun. 177, 80 (2014)
  • BS Kandemir
    Pseudo-Spin-Orbit Coupling in Graphene within Hydrogenic Impurity Context Journal of the Physical Society of Japan 82, 094706 (2013)
  • BS Kandemir and G. Omer
    Variational calculations on the energy levels of graphene quantum antidots Eur. Phys. J. B 86, 299 (2013)
  • BS Kandemir
    Possible formation of chiral polarons in graphene J. Phys.: Condens. Matter 25, 025302 (2013)
  • BS Kandemir
    Corrugated graphene: effects of in-plane and tilted out-of-plane magnetic fields Eur. Phys. J. B 78, 393 (2010)
  • BS Kandemir and A. Mogulkoc
    Variational approach for the effects of periodic modulations on the spectrum of massless Dirac fermion Eur. Phys. J. B 74, 391 (2010)
  • BS Kandemir and A. Mogulkoc
    Boundaries of subcritical Coulomb impurity region in gapped graphene Eur. Phys. J. B 74, 535 (2010)
  • BS Kandemir
    PHONONS AND ELECTRON-PHONON INTERACTIONS IN SINGLE- WALLED ACHIRAL CARBON NANOTUBES Conference: NATO Advanced Research Workshop on Recent Advances in Nonlinear Dynamics and Complex System Physics Source: COMPLEX PHENOMENA IN NANOSCALE SYSTEMS Book Series: NATO Science for Peace and Security Series B – Physics and Biophysics Pages: 177( 2009)
  • BS Kandemir
    Polaronic effects in one-dimensional quantum antidot arrays Eur. Phys. J. B 66, 51 (2008)
  • BS Kandemir and M. Keskin
    Analytical approach to phonons and electron-phonon interactions in single-walled zigzag carbon nanotubes J. Phys.: Condens. Matter 20, 325222 (2008)
  • BS Kandemir and T. Altanhan
    Analytical approach to phonons and electron-phonon interactions in single-walled armchair carbon nanotubes Phys.Rev. B 77 , 045426 (2008)
  • A.Tegmen, T. Altanhan and BS Kandemir
    Two-particle Wigner functions in a one-dimensional Calogero-Sutherland potential Eur. Phys. J. D 41, 397 (2007)
  • BS Kandemir
    Anyon pairing via phonon-mediated interaction Phys.Rev. B 74 , 075330 (2006)
  • BS Kandemir
    Polaronic effects on the energy spectrum of two anyons in a parabolic quantum dot Phys.Rev. B 73 , 115301 (2006)
  • BS Kandemir
    Variational study of two-electron quantum dots Phys.Rev. B 72 , 165350 (2005)
  • BS Kandemir
    Two interacting electrons in a uniform magnetic field and a parabolic potential: The general closed-form solution J. Math. Phys. 46, 032110 (2005)
  • BS Kandemir and A. Çetin
    Impurity magnetopolaron in a parabolic quantum dot:the squeezed-state variational approach J. Phys.: Condens. Matter 17, 667 (2005)
  • BS Kandemir
    The stability of two-dimensional magnetobipolarons in parabolic quantum dots Eur. Phys. J. B 37, 527 (2004)
  • BS Kandemir and T. Altanhan
    The ground- and first-excited states of magnetopolarons in two-dimensional quantum dots for all coupling strengths Eur. Phys. J. B 33, 227 (2003)
  • BS Kandemir and T. Altanhan
    The stability of magnetobipolarons in low-dimensional systems Eur. Phys. J. B 27, 517 (2002)
  • BS Kandemir and A. Çetin,
    Ground- and first-excited state energies of impurity magnetopolaron in an anisotropic quantum dot Phys.Rev. B 65 , 054303 (2002)
  • BS Kandemir and T. Altanhan
    Cyclotron mass of a polaron in a quantum dot Phys. Lett. A 287, 403 (2001)
  • BS Kandemir and T. Altanhan
    Polaron effects on an anisotropic quantum dot in a magnetic field Phys.Rev. B 60 , 4834 (1999)
  • BS Kandemir and T. Altanhan
    The First Relaxed Excited States of Two-Dimensional Polarons in Magnetic Field Il Nuovo Cim. 20, 1557 (1998)
  • BS Kandemir
    Wigner Functions of an Electron Moving in a One- Dimensional Periodic Potential Phys. Lett. A 245, 209 (1998)
  • BS Kandemir and T. Altanhan
    Two-Dimensional Magnetopolarons with Squeezed Landau States J. Phys.: Condens. Matter 9, 427 (1997)
  • BS Kandemir and T. Altanhan
    Some Properties of Large Polarons with Squeezed States J. Phys.: Condens. Matter 6, 4505 (1994)
  • T. Altanhan and BS Kandemir
    A Squeezed State Approach for Large Polarons J. Phys.: Condens. Matter 5, 6729 (1993)

Teorik yoğun madde fiziği. Matematiksel fizik. Grafen fiziği. Analog gravite. Topolojik yalıtkanlar ve süperiletkenler.