| Nonlinear gravitational lagrangians G Magnano, M Ferraris, M Francaviglia General relativity and gravitation 19 (5), 465-479, 1987 | 299 | 1987 |
| Variational formulation of general relativity from 1915 to 1925 “Palatini's method” discovered by Einstein in 1925 M Ferraris, M Francaviglia, C Reina General Relativity and Gravitation 14 (3), 243-254, 1982 | 284 | 1982 |
| The Universality of vacuum Einstein equations with cosmological constant M Ferraris, M Francaviglia, I Volovich Classical and Quantum Gravity 11 (6), 1505, 1994 | 187 | 1994 |
| Universality of the Einstein equations for Ricci squared Lagrangians A Borowiec, M Ferraris, M Francaviglia, I Volovich Classical and Quantum Gravity 15 (1), 43, 1998 | 108 | 1998 |
| Legendre transformation and dynamical structure of higher-derivative gravity G Magnano, M Ferraris, M Francaviglia Classical and Quantum Gravity 7 (4), 557, 1990 | 91 | 1990 |
| Do non-linear metric theories of gravitation really exist? M Ferraris, M Francaviglia, G Magnano Classical and Quantum Gravity 5 (6), L95, 1988 | 78 | 1988 |
| Unified geometric theory of electromagnetic and gravitational interactions M Ferraris, J Kijowski General Relativity and Gravitation 14 (1), 37-47, 1982 | 78 | 1982 |
| On the equivalence of the relativistic theories of gravitation M Ferraris, J Kijowski General Relativity and Gravitation 14 (2), 165-180, 1982 | 76 | 1982 |
| Covariant first-order Lagrangians, energy-density and superpotentials in general relativity M Ferraris, M Francaviglia General relativity and gravitation 22, 965-985, 1990 | 62 | 1990 |
| Almost-complex and almost-product Einstein manifolds from a variational principle A Borowiec, M Ferraris, M Francaviglia, I Volovich Journal of Mathematical Physics 40 (7), 3446-3464, 1999 | 60 | 1999 |
| Gauge formalism for general relativity and fermionic matter L Fatibene, M Ferraris, M Francaviglia, M Godina General Relativity and Gravitation 30 (9), 1371-1389, 1998 | 56 | 1998 |
| A covariant formalism for Chern–Simons gravity A Borowiec, M Ferraris, M Francaviglia Journal of Physics A: Mathematical and General 36 (10), 2589, 2003 | 53 | 2003 |
| Energy‐momentum tensors and stress tensors in geometric field theories M Ferraris, M Francaviglia Journal of mathematical physics 26 (6), 1243-1252, 1985 | 53 | 1985 |
| Generalized symmetries in mechanics and field theories L Fatibene, M Ferraris, M Francaviglia, RG McLenaghan Journal of Mathematical Physics 43 (6), 3147-3161, 2002 | 49 | 2002 |
| The Lagrangian approach to conserved quantities in general relativity M Ferraris, M Francaviglia Mechanics, Analysis and Geometry: 200 Years after Lagrange, 451-488, 1991 | 49* | 1991 |
| Remarks on Noether charges and black holes entropy L Fatibene, M Ferraris, M Francaviglia, M Raiteri Annals of Physics 275 (1), 27-53, 1999 | 48 | 1999 |
| Fibered connections and global Poincaré-Cartan forms in higher-order calculus of variations M Ferraris Proceed. of the Conf. on Diff. Geom. and its Appl., Part II, 61-91, 1984 | 47 | 1984 |
| General relativity is a gauge type theory M Ferraris, J Kijowski Letters in Mathematical Physics 5, 127-135, 1981 | 47 | 1981 |
| Remarks on conserved quantities and entropy of BTZ black hole solutions. I. The general setting L Fatibene, M Ferraris, M Francaviglia, M Raiteri Physical Review D 60 (12), 124012, 1999 | 45 | 1999 |
| Augmented variational principles and relative conservation laws in classical field theory L Fatibene, M Ferraris, M Francaviglia Int. J. Geom. Methods Mod. Phys. 2 (3), 373-392, 2005 | 44 | 2005 |
Igor VolovichSteklov Mathematical InstituteVerified email at mi.ras.ru
