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Bibliography of the person, including all types of documents, not only theses.

PhD theses (1)

  1. Timotej Lemut: Analytical properties of hydrodynamics and quantum chaos

MSc theses (6)

  1. Nina Bavdaž: Lastnosti magnetnega polja v kvark-gluonski plazmi pri trkih težkih ionov
  2. Timotej Lemut: Hidrodinamske fluktuacije v Gubserjevem toku
  3. Mile Vrbica: Preskakovanje polov pri Schwarzschildovih črnih luknjah
  4. Jaka Pelaič: Efektivna teorija difuzije
  5. Matej Bajec: Spekter korelatorjev v kinetični teoriji v aproksimaciji relaksacijskega časa
  6. Guri Buza: Symmetry breaking, phase transitions, and hydrodynamic attractors

Other documents (11)

  1. Matej Bajec, Sašo Grozdanov, Alexander Soloviev: Spectra of correlators in the relaxation time approximation of kinetic theory
  2. Shreya Vardhan, Sašo Grozdanov, Samuel Leutheusser, Hong Liu: Effective field theories of dissipative fluids with one-form symmetries
  3. Ivan Kukuljan, Sašo Grozdanov, Tomaž Prosen: Weak quantum chaos
  4. Sašo Grozdanov, Timotej Lemut, Juan F. Pedraza: Reconstruction of the quasinormal spectrum from pole skipping
  5. Sašo Grozdanov, Mile Vrbica: Pole-skipping of gravitational waves in the backgrounds of four-dimensional massive black holes
  6. Sašo Grozdanov, Timotej Lemut, Jaka Pelaič, Alexander Soloviev: Analytic structure of diffusive correlation functions
  7. Sašo Grozdanov, Mile Vrbica: Duality constraints on thermal spectra of 3D conformal field theories and 4D quasinormal modes
  8. Shreya Vardhan, Sašo Grozdanov, Samuel Leutheusser, Hong Liu: Strong-field magnetohydrodynamics for neutron stars
  9. Giorgio Frangi, Sašo Grozdanov: Quantum origin of Ohm’s reciprocity relation and its violation: conductivity as inverse resistivity
  10. Giorgio Frangi, Sašo Grozdanov: Wilsonian renormalization group and thermal field theory in the Schwinger-Keldysh closed-time-path formalism
  11. Sašo Grozdanov, Mile Vrbica: Duality and four-dimensional black holes: Gravitational waves, algebraically special solutions, pole skipping, and the spectral duality relation in holographic thermal CFTs