P
Paolo Giannozzi
Researcher at University of Udine
Publications - 125
Citations - 56379
Paolo Giannozzi is an academic researcher from University of Udine. The author has contributed to research in topics: Ab initio & Density functional theory. The author has an hindex of 38, co-authored 122 publications receiving 44408 citations. Previous affiliations of Paolo Giannozzi include Nest Labs & École Polytechnique Fédérale de Lausanne.
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Journal ArticleDOI
The low frequency vibrational modes of green fluorescent proteins
Valentina Tozzini,A.R. Bizzarri,Vittorio Pellegrini,Riccardo Nifosì,Paolo Giannozzi,Anna Iuliano,Salvatore Cannistraro,Fabio Beltram +7 more
TL;DR: In this paper, the surface enhanced Raman scattering technique was used to analyze the low frequency vibrational modes of green fluorescent proteins (GFPs) down to 300 cm -1.
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Molecular structure and chemical bonding in K 3 C 60 and K 6 C 60
TL;DR: This investigation focuses on the effects of alkali-mental intercalation on the structural and electronic properties of C60, the chemical bonding, the inhomogeneity of the electron distribution, and the degree of freedom of the potassium atoms in the interstitial region.
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Amphoteric behavior of H 0 in GaAs
TL;DR: The results of pseudopotential density-functional supercell calculations of the properties of neutral hydrogen in bulk GaAs were presented in this article, where the equilibrium sites were determined, and the electronic properties for the equilibrium positions were studied.
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Coordination and Haptotropic Rearrangement of Cr(CO)3 on (n,0) Nanotube Sidewalls: A Dynamical Density Functional Study
Francesca Nunzi,Francesco Mercuri,Filippo De Angelis,Antonio Sgamellotti,Nazzareno Re,Paolo Giannozzi +5 more
TL;DR: In this article, a hole site configuration of the Cr(CO)3 was found to be the global energy minimum of the C72H12 system, with a binding energy of 143 kJ mol-1.
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The ordinary and matrix continued fractions in the theoretical analysis of Hermitian and relaxation operators
TL;DR: In this article, the authors consider the theory of the resolvent for Hermitian or relaxation operators, and address the problem of the explicit evaluation of the Green's function.