8.6k citations
- Polish Academy of SciencesPL234 papers
- Institute of Molecular Physics of the Polish Academy of SciencesPL159 papers
- Centre National de la Recherche ScientifiqueFR113 papers
- University of MichiganUS94 papers
- RIKENJP89 papers
- European Southern ObservatoryCL83 papers
- Palacký University OlomoucCZ77 papers
- University of EdinburghGB74 papers
- Nicolaus Copernicus Astronomical CenterPL73 papers
- Royal ObservatoryGB73 papers
- University of WarsawPL72 papers
- Institute of PhysicsPL68 papers
61 papers · 1 filter
Magnetization-based assessment of correlation energy in canted Single-Chain Magnets
A. Barasiński, G. Kamieniarz, A. Drzewiński
We demonstrate numerically that for the strongly anisotropic homometallic S=2 canted single-chain magnet described by the quantum antiferromagnetic Heisenberg model the correlation…
The magnetic field induced phase separation in a model of a superconductor with local electron pairing
Konrad Kapcia, Stanisław Robaszkiewicz
We have studied the extended Hubbard model with pair hopping in the atomic limit for arbitrary electron density and chemical potential and focus on paramagnetic effects of the exte…
D1 and D2 lines in Li including QED effects
M. Puchalski, D. Kedziera, K. Pachucki
Accurate theoretical predictions including leading QED corrections for (D1) and (D2) transition energies have been obtained for…
Synthesis and Properties of Bismuth Ferrite Multiferroic Nanoflowers
K. Chybczynska, P. Lawniczak, B. Hilczer +8
The method of microwave assisted hydrothermal synthesis of bismuth ferrite multiferroic nanoflowers, their mechanism of growth, magnetic as well as dielectric properties are presen…
Hidden variable problem for a family of continuously many spin 1 measurements
Pawel Kurzynski, Akihito Soeda, Bartlomiej Bzdega +1
We study a continuous set of spin 1 measurements and show that for a special family of measurements parametrized by a single variable the possibility of hidden-variable descrip…
Any non-monomial polynomial of the Riemann zeta-function has complex zeros off the critical line
Takashi Nakamura, Łukasz Pańkowski
In this paper, we show that any polynomial of zeta or -functions with some conditions has infinitely many complex zeros off the critical line. This general result has abundant a…