FIORE, GAETANO
FIORE, GAETANO
DIPARTIMENTO DI MATEMATICA E APPLICAZIONI "RENATO CACCIOPPOLI"
On q-deformed Clifford algebras
2000 Fiore, Gaetano
Geometrical Techniques for the N-dimensional Quantum Euclidean Spaces
2002 B. L., Cerchiai; Fiore, Gaetano; J., Madore
On Bose-Fermi Statistics, Quantum Group Symmetry, and Second Quantization
1997 Fiore, Gaetano
Decoupling of Translations from Homogeneous Transformations in Inhomogeneous Quantum Groups
2002 Fiore, Gaetano
SO_q(N)-isotropic Harmonic Oscillator on the Quantum Euclidean Space R_q^N
1995 Fiore, Gaetano
Statistics and Quantum Group Symmetries
1997 Fiore, Gaetano; P., Schupp
Twisting, "Finite" Poincaré Transformations and QFT on Noncommutative Space
2013 Fiore, Gaetano
Existence and uniqueness for some 3rd order dissipative problems with various boundary conditions
2012 D'Anna, Armando; DE ANGELIS, Monica; Fiore, Gaetano
On quantum mechanics with a magnetic field on R^n and on a torus T^n, and their relation
2013 Fiore, Gaetano
Quantum Groups SO_q(N),Sp_q(n) have q-Determinants, too
1994 Fiore, Gaetano
Fenomeni di propagazione e diffusione in superconduttivita'
2007 DE ANGELIS, Monica; Fiore, Gaetano; Mazziotti, Enrico
Qualitative properties for a class of non-autonomous semi-linear 3rd order PDE arising in dissipative problems
2010 D'Anna, Armando; Fiore, Gaetano
Leibniz Rules and Reality Conditions
2000 Fiore, Gaetano; J., Madore
Geometrical tools on the quantum Euclidean spaces
2001 B. L., Cerchiai; Fiore, Gaetano; J., Madore
Existence, uniqueness and stability for a class of third-order dissipative problems depending on time
2013 D'Anna, Armando; Fiore, Gaetano
The hidden geometry of the quantum Euclidean space
1998 Fiore, Gaetano; J., Madore
Noncommutative spaces with twisted symmetries and second quantization
2010 Fiore, Gaetano
Learning from Julius
2011 Fiore, Gaetano
On the relation between quantum mechanics with a magnetic field on R^n and on a torus T^n
2011 Fiore, Gaetano
A survey on some qualitative properties for a class of boundary value problems for PDE's of the form−(t) u_xxt +u_tt−C(t)u_xx = f(u,u_t,u_x,u_xx,x,t)
2010 Fiore, Gaetano