JOB TITLE: SNSF Postdoc
RESEARCH AREA: Applied Mathematics, Geometry/Topology
RESEARCH INTERESTS: Mathematical physics, field theory, quantum Information, quantum gravity
SELECTED PUBLICATIONS:
Kähler fibrations in quantum information theory
with I. Contreras, arXiv:1801.09793 (2018)
The reduced phase space of Palatini-Cartan-Holst theory
with A.S. Cattaneo, Annales Henri Poincare' (2018). https://doi.org/10.1007/s00023-018-0733-z
BV-BFV approach to General Relativity: Palatini-Cartan-Holst action
with A.S. Cattaneo, arXiv:1707.06328 (2017)
BV equivalence between triadic gravity and BF theory in three dimensions
with A.S. Cattaneo and I. Selliah, Lett Math Phys 108 (8) 1873–1884 (2018).
On Time
with A.S. Cattaneo, Lett Math Phys 107 (2) 375-408 (2017).
BV-BFV approch to General Relativity: Einstein Hilbert action
with A.S. Cattaneo, J. Math. Phys. 57, 023515 (2016).
On the geometry of mixed states and the Fisher information tensor
with I. Contreras and E. Ercolessi, J. Math. Phys. 57, 062209 (2016).
A general construction for monoid-based knapsack protocols
with G. Micheli, Advances in Mathematics of Communications 8 (3), 343-358 (2014).
Symmetric logarithmic derivative for general n-level systems and the quantum Fisher information tensor for three level systems
with E. Ercolessi, Physics Letters A 377 (34-36), 1996–2002 (2013).
Geometry of mixed states for a q-bit and the quantum Fisher information tensor
with E. Ercolessi, Journal of Physics A45 (36), 365303 (2012).
CURRICULUM VITAE: CV_SchiavinaMichele.pdf
