Dr. Federico Holik
Investigador PUE
Dr. Federico Holik
Investigador Adjunto CONICET (link)
contacto: holik@fisica.unlp.edu.ar
Temas de interés:
- Física de la información
- Propiedades del espacio de estados cuánticos
- Teoría de la información cuántica
Actividades docentes:
Publicaciones recientes:
- Pattern Recognition in Non-Kolmogorovian Structures
F. Holik, G. Sergioli, H. Freytes, A. Plastino
Foundations of Science 23 (1), 119-132, (2018). - Generalized entropies in quantum and classical statistical theories
M. Portesi, F. Holik, P.W. Lamberti, G.M. Bosyk, G. Bellomo, S. Zozor,
European Physical Journal - Special Topics, (2018). - States in generalized probabilistic models: an approach based in algebraic geometry
C. Massri, F. Holik, A. Plastino,
Mathematica Sovaca, in press. - Classical limit and quantum logic
M. Losada, S. Fortin, F. Holik
International Journal of Theoretical Physics 57 (2), 465-475, (2018). - Lossless quantum data compression with exponential penalization: an operational interpretation of the quantum Rényi entropy
G. Bellomo, G.M. Bosyk, F. Holik, S. Zozor
Scientific reports 7 (1), 14765, (2017). - Contextuality and Indistinguishability
J.A. de Barros, F. Holik, D. Krause
Entropy 19 (9), 435, (2017). - Methods of algebraic geometry applied to the study of measures over bounded lattices
C Massri, F Holik, (2017).
https://arxiv.org/abs/1705.11051 - Approximate transformations of bipartite pure-state entanglement from the majorization lattice
G.M. Bosyk, G. Sergioli, H. Freytes, F. Holik, G. Bellomo
Physica A: Statistical Mechanics and its Applications 473, 403-411, (2017). - Classical Models for Quantum Information
F Holik, GM Bosyk, (2017) en “What is Quantum Information?” - Toffoli gate and quantum correlations: a geometrical approach
F. Holik, G. Sergioli, H. Freytes, R. Giuntini, A. Plastino
Quantum Information Processing 16 (2), 55, (2017). - What is quantum information?
O. Lombardi, F. Holik, L. Vanni
Studies in History and Philosophy of Science Part B: Studies in History and Philosophy of Modern Physics 56, 17-26, (2016). - Comment on “Quantum Kaniadakis entropy under projective measurement”
G.M. Bosyk, S. Zozor, F. Holik, M. Portesi, P.W. Lamberti
Physical Review E 94 (2), 026103, (2016). - A family of generalized quantum entropies: definition and properties
G.M. Bosyk, S. Zozor, F. Holik, M. Portesi, P.W. Lamberti
Quantum Information Processing 15 (8), 3393-3420, (2016). - What is Shannon information?
O. Lombardi, F. Holik, L. Vanni
Synthese, 193 (7), 1983-2012, (2016). - Natural Information Measures In Cox Approach For Contextual Probabilistic Models
F. Holik, A. Plastino, M. Sáenz
Quantum Information & Computation 16, 115-133, (2016). - Geometric probability theory and Jaynes’s methodology
F. Holik, C. Massri, A. Plastino
International Journal of Geometric Methods in Modern Physics 13 (03), 1650025, (2016). - Non-unitary evolution of quantum logics
S. Fortin, F. Holik, L. Vanni
Non-Hermitian Hamiltonians in Quantum Physics, 219-234, (2016). - Quantum information as a non-Kolmogorovian generalization of Shannon’s theory
F. Holik, G.M. Bosyk, G. Bellomo
Entropy 17 (11), 7349-7373, (2015). - A formal framework for the study of the notion of undefined particle number in quantum mechanics
N.C.A. Da Costa, F. Holik
Synthese 192 (2), 505-523, (2015). - Quantum mechanics: A new turn in probability theory
F. Holik, A. Plastino
Contemporary Research in Quantum Systems; Zoheir, E., Ed.; Nova Publishers, (2015). - A discussion on the origin of quantum probabilities
F. Holik, M. Sáenz, A. Plastino
Annals of Physics 340 (1), 293-310, (2014).