Lorenzo Marrucci
Affiliations: | Physics | University of Naples Federico II, Italy |
Google:
"Lorenzo Marrucci"Mean distance: (not calculated yet)
Children
Sign in to add traineeEbrahim Karimi | grad student | 2007-2009 | University of Naples Federico II, Italy |
BETA: Related publications
See more...
Publications
You can help our author matching system! If you notice any publications incorrectly attributed to this author, please sign in and mark matches as correct or incorrect. |
Arumugam SV, Jisha CP, Marrucci L, et al. (2024) Exploring the impact of longitudinal modulation on the twisting angle in Pancharatnam-Berry phase-based waveguides. Optics Express. 31: 44283-44294 |
Barboza R, Babazadeh A, Marrucci L, et al. (2022) Ultra-sensitive measurement of transverse displacements with linear photonic gears. Nature Communications. 13: 1080 |
D’Errico A, Cardano F, Maffei M, et al. (2020) Two-dimensional topological quantum walks in the momentum space of structured light Optica. 7: 108 |
D'Errico A, Di Colandrea F, Barboza R, et al. (2020) Bulk detection of time-dependent topological transitions in quenched chiral models Physical Review Research. 2 |
Gregg P, Kristensen P, Rubano A, et al. (2019) Enhanced spin orbit interaction of light in highly confining optical fibers for mode division multiplexing. Nature Communications. 10: 4707 |
D'Ambrosio V, Carvacho G, Agresti I, et al. (2019) Tunable Two-Photon Quantum Interference of Structured Light. Physical Review Letters. 122: 013601 |
Sephton B, Dudley A, Ruffato G, et al. (2019) A versatile quantum walk resonator with bright classical light. Plos One. 14: e0214891 |
Giordani T, Polino E, Emiliani S, et al. (2019) Experimental Engineering of Arbitrary Qudit States with Discrete-Time Quantum Walks. Physical Review Letters. 122: 020503 |
Pecoraro A, Cardano F, Marrucci L, et al. (2019) Continuous Variable Entanglement in Non-Zero Orbital Angular Momentum States Proceedings. 12: 7 |
Alemán-Castaneda LA, Piccirillo B, Santamato E, et al. (2019) Shearing interferometry via geometric phase Optica. 6: 396 |