53 citations · 324 across the 32 of their papers we have counts for
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An approximate formula for the entropy of the negative binomial distribution
Sándor Lökös
Recent theoretical developments revived the interest in charged particle multiplicities and their wide-spread parametrization, the negative binomial distribution (NBD). The central…
Entropy and mean multiplicity from dipole models in the high energy limit
Krzysztof Kutak, Sándor Lökös
The 1D Mueller dipole model, its high energy limit, and its generalization were investigated. To address the ambiguity stemming from different definitions of the pseudorapidity ran…
Charged particle multiplicity distributions derived from the Principle of Maximal Entropy
Sándor Lökös
Recent theoretical results renewed the interest in charged particle multiplicity distributions. The Shannon entropy of such distributions is conjectured to be related to the entang…
Expanded empirical formula for Coulomb final state interaction in the presence of Lévy sources
Máté Csanád, Sándor Lökös, Márton Nagy
Measurements of momentum space correlations in heavy ion reactions are a unique tools to investigate the properties of the created medium. However, these analyses require the caref…
HBT radii from the multipole Buda-Lund model
Sándor Lökös, Máté Csanád, Boris Tomášik +1
The Buda-Lund model describes an expanding hydrodynamical system with ellipsoidal symmetry and fits the observed elliptic flow and oscillating HBT radii successfully. The ellipsoid…
Higher order anisotropies in hydrodynamics
M. Csanad, A. Szabo, S. Lokos +1
In the last years it has been revealed that if measuring relative to higher order event planes , higher order flow coefficients for can be measured. It also turned…