MANTICA, CARLO ALBERTO
MANTICA, CARLO ALBERTO
Dipartimento di Fisica Aldo Pontremoli
Constraints on cosmological parameters and CMB first acoustic peak in conformal Killing gravity
2025 S. Capozziello, C.A. Mantica, L.G. Molinari, G. Sarracino
Note on conserved currents in static conformal Killing gravity
2025 C.A. Mantica, L.G. Molinari
Tolman-Oppenheimer-Volkoff equation and static spheres in conformal Killing gravity
2025 C.A. Mantica, L.G. Molinari
Conformal Killing cosmology: Geometry, dark sector, growth of structures, and a big rip
2024 C.A. Mantica, L.G. Molinari
Friedmann equations in the Codazzi parametrization of Cotton and extended theories of gravity and the dark sector
2024 C.A. Mantica, L.G. Molinari
THE COVARIANT APPROACH TO SPACE TIMES ANDSOME EXTENDED THEORIES OF GRAVITY
2024 C.A. Mantica
Conformal Killing gravity in static spherically symmetric spacetimes
2024 C.A. Mantica, L.G. Molinari
Almost Ricci–Bourguignon Solitons on Doubly Warped Product Manifolds
2023 S. Shenawy, N. Bin Turki, N. Syied, C. Mantica
The covariant approach to static spacetimes in Einstein and extended gravity theories
2023 C.A. Mantica, L.G. Molinari
Note on Harada’s conformal Killing gravity
2023 C.A. Mantica, L.G. Molinari
Semi-conformally flat singly warped product manifolds and applications
2023 S. Shenawy, A. Rabie, U.C. De, C. Mantica, N. Bin Turki
Codazzi tensors and their space-times and Cotton gravity
2023 C.A. Mantica, L.G. Molinari
The Jordan algebras of Riemann, Weyl and curvature compatible tensors
2022 C.A. Mantica, L.G. Molinari
Geometric perfect fluids from Extended Gravity
2022 S. Capozziello, C.A. Mantica, L.G. Molinari
A Note on Generalized Quasi-Einstein and (lambda, n+m)-Einstein Manifolds with Harmonic Conformal Tensor
2022 S. Shenawy, C.A. Mantica, L.G. Molinari, N. Bin Turki
ρ -Einstein Solitons on Warped Product Manifolds and Applications
2022 N. Bin Turki, S. Shenawy, H.K. El-Sayied, N. Syied, C.A. Mantica
Spherical doubly warped spacetimes for radiating stars and cosmology
2022 C.A. Mantica, L.G. Molinari
A simple characterization of doubly twisted spacetimes
2021 C. Alberto Mantica, L.G. Molinari
Doubly torqued vectors and a classification of doubly twisted and Kundt spacetimes
2021 C.A. Mantica, L.G. Molinari
Ricci solitons on singly warped product manifolds and applications
2021 U. Chand De, C.A. Mantica, S. Shenawy, B. ??nal