Sfoglia per Autore
Nöther formalism for conserved quantities in classical gauge field theories
1994-01-01 L. FATIBENE; M. FERRARIS; M. FRANCAVIGLIA
Erratum: "Nöther formalism for conserved quantities in classical gauge field theories'"
1995-01-01 L. FATIBENE; M. FERRARIS; M. FRANCAVIGLIA
A geometric definition of Lie derivative for spinor fields
1996-01-01 L. FATIBENE; M. FERRARIS; M. FRANCAVIGLIA; M. GODINA
Why metrics? Is the metric the most fundamental description for gravity?
1997-01-01 L. FATIBENE; M. FERRARIS; M. FRANCAVIGLIA
Nöther formalism for conserved quantities in classical gauge field theories. II. The arbitrary Bosonic matter case
1997-01-01 L. FATIBENE; M. FERRARIS; M. FRANCAVIGLIA
Deformations of spin structures and gravity
1998-01-01 L. FATIBENE; M. FRANCAVIGLIA
Two-dimensional dilaton gravity coupled to massless spinors
1998-01-01 M. CAVAGLIA'; L. FATIBENE; M. FRANCAVIGLIA
Gauge formalism for general relativity and fermionic matter
1998-01-01 L. FATIBENE; M. FERRARIS; M. FRANCAVIGLIA; M. GODINA
Spin structures on manifolds
1998-01-01 L. FATIBENE; M. FRANCAVIGLIA
Remarks on conserved quantities and entropy of BTZ black hole solutions. I. The general setting
1999-01-01 L. FATIBENE; M. FERRARIS; M. FRANCAVIGLIA; M. RAITERI
Remarks on conserved quantities and entropy of BTZ black hole solutions. II. BCEA theory
1999-01-01 L. FATIBENE; M. FERRARIS; M. FRANCAVIGLIA; M. RAITERI
Covariant Conserved Currents for Spinors
1999-01-01 L. FATIBENE; M. FRANCAVIGLIA
Do bosons feel spin frames?
1999-01-01 L. FATIBENE; M. FERRARIS; M. FRANCAVIGLIA
Remarks on Nöther charges and black holes entropy
1999-01-01 L. FATIBENE; M. FERRARIS; M. FRANCAVIGLIA; M. RAITERI
Two-spinor formulation of first-order gravity coupled to Dirac fields.
2000-01-01 M. GODINA; P. MATTEUCCI; L. FATIBENE; M. FRANCAVIGLIA
The entropy of black holes via Noether's theorem
2000-01-01 L. FATIBENE; M. FERRARIS; M. FRANCAVIGLIA; M. RAITERI
The Entropy of the Taub-Bolt Solution
2000-01-01 L. FATIBENE; M. FERRARIS; M. FRANCAVIGLIA; M. RAITERI
Natural and gauge-natural field theories
2001-01-01 L. FATIBENE; M. FRANCAVIGLIA
Gauge natural field theories and applications to conservation laws
2001-01-01 L. FATIBENE; M. FRANCAVIGLIA; M. RAITERI
Conservation Laws and Variational Sequences in Gauge-Natural Theories
2001-01-01 FATIBENE L.; M. FRANCAVIGLIA; PALESE M.
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