CANGELMI, LEONARDO

CANGELMI, LEONARDO  

DIPARTIMENTO DI INGEGNERIA E GEOLOGIA  

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Titolo Data di pubblicazione Autore(i) File
A representation of even permutations 1998 Cangelmi, Leonardo; Cellini, Paola
A Riemann–Roch theorem for hypermaps 2012 Cangelmi, Leonardo
A simple algorithm to find normal integral bases of abelian number fields of exponent 2, 3, 4 or 6 2010 Acciaro, Vincenzo; Cangelmi, Leonardo
Algebraic hypermap morphisms 2000 Cangelmi, Leonardo; Cellini, Paola
Camina groups with few conjugacy classes 2010 Cangelmi, Leonardo; A. S., Muktibodh
Factorizations of an n-cycle into two n-cycles 2003 Cangelmi, Leonardo
Integrating Machine Learning with Robotic Rehabilitation May Support Prediction of Recovery of the Upper Limb Motor Function in Stroke Survivors 2024 Quattrocelli, S.; Russo, E. F.; Gatta, M. T.; Filoni, S.; Pellegrino, R.; Cangelmi, L.; Cardone, D.; Merla, A.; Perpetuini, D.
On the r-rank Artin conjecture, II 1999 Cangelmi, Leonardo; Pappalardi, F.
Optimal groups for the r-rank Artin Conjecture 2019 Cangelmi, Leonardo; Marcovecchio, Raffaele
Polynomials whose Galois groups are Frobenius groups with prime order complement 1994 Cangelmi, Leonardo
Polynomials with Frobenius Galois groups 2000 Cangelmi, Leonardo
Resolvents and Galois groups 1995 Cangelmi, Leonardo