Regge calculus

3+1 projections
JOURNALS

I. Ruslan, A. Bhattacharya, E. Laserra, C.
Cattani, and K. K. Nandi,
“Alternative prescription in the Rindler-Ishak method: light deflection halo in gravity”, submitted to GRG, (2010).

A. Bhattacharya, R. Isaev, M. Scalia, C. Cattani, K.K. Nandi,
“Light bending in the galactic halo by Rindler-Ishak method”, Journal of Cosmology and Astroparticle Physics (JCAP) 09 (2010) .

C. Cattani and E.Laserra, “Hilbert-Palatini non–holonomic principle”, JIM, Journal of

Interdisciplinary Mathematics,vol. 6, 3 (2003), 239-251.

C. Cattani? and E.Laserra, “Intrinsic geometry of Lax Equation”, JIM, Journal of Interdisciplinary

Mathematics, vol. 6,3, (2003), 291-299.

C. Cattani and E.Laserra, “Hilbert-Palatini non–holonomic principle”, JIM, Journal of

Interdisciplinary Mathematics,

vol. 6, 3 (2003), 239-251.

C.Cattani, and E.Laserra, “Discrete electromagnetic action on a gravitational simplicial net”, Journal

of Interdisciplinary Mathematics,vol. 3, 2-3, (2000),123-132,

G.Ferrarese and C.Cattani, “Gauss–Poisson equation in General Relativity”, Atti dell`Acc.delle

Scienze di Torino,130, 181–192, (1996)

G.Ferrarese, L.Stazi, C.Cattani, and D.Bini, “Kinematics of relativistic deformations and Thomas

precession”,Nuovo Cimento, 105B(10):1131–1140, (1990).

http://www.springerlink.com/content/a0270371m41t7733/?p=fb3d05fb5feb41a3bf663581788667c4&pi=5

C.Cattani, “Sui riferimenti quasi-naturali adattati ad una struttura riemanniana quasi prodotto”,

Rendiconti di Matematica, 2(2):303–313, (1982). (in Italian)

G.Ferrarese and C.Cattani, “Tecnica delle proiezioni e derivazioni covarianti adattate ad una

struttura riemanniana quasiprodotto”, Rendiconti di Matematica, 13(1):135–151, (1980).

(in Italian)

PROCEEDINGS

C.Cattani, “Variational? method and Regge equations”, Proceedings, of the MG8, Eighth Marcel

Grossmann Meeting,Jerusalem 1997, T.Piran and R.Ruffini (eds.), World Scientific,

Singapore, Part A (1999), pp. 753-755.