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Erscheinungsdatum | Titel | Autor(en) |
2002 | Reply to the Comment by O. Waldmann on ``Bounding and approximating parabolas for the spectrum of Heisenberg spin systems'' | Schmidt, HJ; Schnack, J ; Luban, M |
2007 | Revisiting and modeling the magnetism of hole-doped CuO2 spin chains in Sr14-xCaxCu24O41 | Schnack, J. ; Klingeler, R.; Kataev, V.; Buechner, B. |
2003 | Rotational band structure of low-lying excitations in small Heisenberg systems | Schnack, J ; Luban, M; Modler, R |
2001 | Rotational modes in molecular magnets with antiferromagnetic Heisenberg exchange | Schnack, J ; Luban, M |
2007 | Sampling the two-dimensional density of states g(E,M) of a giant magnetic molecule using the Wang-Landau method | Torbruegge, Stefan; Schnack, Juergen |
2006 | Solitary waves on finite-size antiferromagnetic quantum Heisenberg spin rings | Schnack, Juergen ; Shchelokovskyy, Pavlo |
1999 | Spin dynamics of quantum and classical Heisenberg dimers | Mentrup, Detlef; Schnack, Jürgen ; Luban, Marshall |
1999 | Spin dynamics of quantum and classical Heisenberg dimers | Mentrup, Detlef; Schnack, Jürgen ; Luban, Marshall |
1999 | Spin dynamics of quantum and classical Heisenberg dimers | Mentrup, D; Schnack, J ; Luban, M |
2021 | Stochastic thermodynamics of a finite quantum system coupled to a heat bath | Schmidt, Heinz-Jürgen; Schnack, Jürgen ; Gemmer, Jochen |
2021 | Stochastic thermodynamics of a finite quantum system coupled to a heat bath | Schmidt, Heinz-Juergen; Schnack, Juergen ; Gemmer, Jochen |
2021 | Stochastic thermodynamics of a finite quantum system coupled to a heat bath | Schmidt, Heinz-Jürgen; Schnack, Jürgen ; Gemmer, Jochen |
2005 | Strong Coulomb effects in hole-doped Heisenberg chains | Schnack, J |
2005 | Strong Coulomb effects in hole-doped Heisenberg chains | Schnack, Jürgen |
2004 | Strong Coulomb effects in hole-doped Heisenberg chains | Schnack, Jürgen |
2000 | Structure and relevant dimension of the Heisenberg model and applications to spin rings | Barwinkel, K; Schmidt, HJ; Schnack, J |
2021 | Supersymmetric spin-phonon coupling prevents odd integer spins from quantum tunneling | Irlander, Kilian; Schmidt, Heinz-Juergen; Schnack, Jurgen |
2020 | Supersymmetric spin-phonon coupling prevents odd integer spins from quantum tunneling. | Irländer, Kilian; Schmidt, Heinz-Jürgen; Schnack, Jürgen |
2021 | Supersymmetric spin–phonon coupling prevents odd integer spins from quantum tunneling | Irländer, Kilian; Schmidt, Heinz-Jürgen; Schnack, Jürgen |
2003 | Symmetric polynomials in physics | Schmidt, HJ; Schnack, J |