| Steven |
Bass |
Stefen Meyer Institute |
Stefan Meyer Institute |
Vienna |
Austria |
Vacuum energy and the cosmological constant |
| Dániel |
Berényi |
RMI Theory |
HAS Wigner RCP |
Budapest |
Hungary |
Inhomogeneous pair production in the Wigner formalism |
| Tamás |
Biró |
RMI Theory |
HAS Wigner RCP |
Budapest |
Hungary |
Negative Binomial Coherent States (Superstatistics of Quanta) |
| Davide |
Campagnari |
Institut für Theoretische Physik |
Universität Tübingen |
Tübingen |
Germany |
Hamiltonian Approach to QCD in Coulomb Gauge |
| Ivan |
Dadic |
Department for Theoretical Physics |
Ruder Boskovic Institute |
Zagreb |
Croatia |
Renormalization in finite-time-path out-of equilibrium \lambda\phi^3 QFT |
| Nicolò |
Defenu |
Condensed Matter |
SISSA |
Trieste |
Italy |
Fixed Point Structure and effective fractional dimension for O(N) models with long range interactions |
| Peter |
Forgacs |
RMI Theory |
HAS Wigner RCP |
Budapest |
Hungary |
Breathers – islands of stability in Anti deSitter space-times |
| Philipp |
Gubler |
ECT* |
ECT* |
Trento |
Italy |
The phi-meson in nuclear matter – recent results from QCD sum rules and effective theories |
| Thomas |
Hilger |
Inst. f. Physik |
Univ. Graz |
Graz |
Austria |
Chiral symmetry, meson spectroscopy, and medium modifications |
| Marietta |
Homor |
Institute of Physics |
Eotvos University |
Budapest |
Hungary |
Transport Coefficients and Thermalisation in Classical Field Theories |
| Miklós |
Horváth |
RMI Theory |
HAS Wigner RCP |
Budapest |
Hungary |
Liquid-gas crossover within a quasi-particle picture |
| Davor |
Horvatic |
Department of Physics |
Univesity of Zagreb |
Zagreb |
Croatia |
– |
| Markus |
Huber |
Inst. f. Physik |
Univ. Graz |
Graz |
Austria |
Three-dimensional Yang-Mills theory as a testbed for truncations of Dyson-Schwinger equations |
| Antal |
Jakovac |
Institute of Physics |
Eotvos University |
Budapest |
Hungary |
– |
| Istvan |
Kaposvari |
Atomic Physics |
Eotvos University |
Budapest |
Hungary |
Scalar mass stability bound in a simple Yukawa-theory from renormalisation group equations |
| Dubravko |
Klabucar |
Physics Department |
University of Zagreb |
Zagreb |
Croatia |
Are eta and eta’ an ordinary two-state system? |
| Andreas |
Krassnigg |
Inst. f. Physik |
Univ. Graz |
Graz |
Austria |
The DSBSE approach to hadrons |
| Wolfgang |
Lucha |
Institute for High Energy Physics |
Austrian Academy of Sciences |
Vienna |
Austria |
– |
| Árpád László |
Lukács |
RMI Theory |
HAS Wigner RCP |
Budapest |
Hungary |
Some properties of BPS skyrmions |
| Gergely |
Marko |
Statistical and Biological Physics Research Group |
MTA-ELTE |
Budapest |
Hungary |
Solution of the O(lambda^2) 2PI: an IR problem |
| Peter |
Mati |
Strong Laser Fields and Quantum Optics |
ELI ALPS |
Budapest |
Hungary |
The vanishing beta function curves |
| Sandor |
Nagy |
Department of Theoretical Physics |
University of Debrecen |
Debrecen |
Hungary |
Quantum Renormalization Group |
| Istvan |
Nandori |
MTA-DE Particle Physics Research Group |
University of Debrecen |
Debrecen |
Hungary |
C-function for sine-Gordon type models in the framework of FRG |
| Markus |
Pak |
Inst. f. Physik |
Univ. Graz |
Graz |
Austria |
New SU(4) symmetry of hadrons after quasi-zero mode removal |
| Denis |
Parganlija |
Institut für Theoretische Physik |
TU Wien |
Vienna |
Austria |
Excited Scalar Mesons and the Scalar Glueball |
| Kornelija |
Passek-Kumericki |
Division of Theoretical Physics |
Rudjer Boskovic Institute |
Zagreb |
Croatia |
Generalized parton distributions (GPDs) through DVCS and DVMP |
| Andras |
Patkos |
Atomic Physics |
Eotvos University |
Budapest |
Hungary |
– |
| Antonio |
Pereira |
Department of Physics |
Universidade Federal Fluminense/SISSA |
Rio de Janeiro |
Brazil |
A non-perturbative BRST symmetry for the Gribov-Zwanziger action |
| Willibald |
Plessas |
Instit. f. Physik |
Univ. Graz |
Graz |
Austria |
Covariant Electroweak Structures of the Nucleons, Deltas, and Hyperons |
| Peter |
Posfay |
Institution of Physics |
Eotvos University |
Budapest |
Hungary |
Functional Renormalization Approach to Nuclear Matter |
| Anita |
Prapotnik Brdnik |
Department of applied physics |
University of Maribor |
Maribor |
Slovenija |
Chiral loops in the isospin violating decays of D_{s1}(2460) and D*_{s0}(2317) |
| Sasa |
Prelovsek |
Physics Department |
University of Ljubljana |
Ljubljana |
Slovenia |
Conventional and exotic hadrons from lattice QCD |
| Urko |
Reinosa |
Centre de Physique Théorique |
CNRS – Ecole Polytechnique |
Palaiseau |
France |
QCD phase diagram in the heavy quark limit from a perturbative approach |
| Helios |
Sanchis-Alepuz |
Instit. f. Physik |
Univ. Graz |
Graz |
Austria |
– |
| Vladimir |
Sauli |
DTP |
NPI Rez |
Prague |
Czech Republic |
Timelike electromagnetic pion form factor in DSEs framework |
| Bernd-Jochen |
Schaefer |
Theoretical Physics |
JLU Giessen |
Giessen |
Germany |
Fluctuations in a finite Volume |
| Imola |
Steib |
Department of Theoretical Physics |
University of Debrecen |
Debrecen |
Hungary |
Real Time Renormalization |
| Alfred |
Svarc |
Division of Experimental Physics |
Rudjer Boskovic Institute |
Zagreb |
Croatia |
Conformal Mappings and Pietarinen Expansion in Hadron Spectroscopy |
| Zsolt |
Szép |
MTA-TKI |
Eötvös University |
Budapest |
Hungary |
– |
| Andréas |
Tresmontant |
APC |
Université Paris-Diderot |
Paris |
France |
A perturbative description of the gluon and ghost propagators near the deconfinement phase transition |
| Johannes |
Weber |
Physics Department |
Technical University Munich |
Garching |
Germany |
Polyakov loop and its correlator in Lattice QCD |
