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Author ID: arminjon.mayeul Recent zbMATH articles by "Arminjon, Mayeul"
Published as: Arminjon, Mayeul; Arminjon, M.
Homepage: http://people.3sr-grenoble.fr/users/marminjon/
External Links: MGP
Documents Indexed: 41 Publications since 1987
Co-Authors: 13 Co-Authors with 12 Joint Publications
31 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

23 Publications have been cited 90 times in 47 Documents Cited by Year
A fourth-order plastic potential for anisotropic metals and its analytical calculation from the texture function. Zbl 0848.73005
Arminjon, M.; Bacroix, B.; Imbault, D.; Raphanel, J. L.
13
1994
On plastic potentials for anisotropic metals and their derivation from the texture function. Zbl 0729.73816
Arminjon, M.; Bacroix, B.
10
1991
General reference frames and their associated space manifolds. Zbl 1213.83024
Arminjon, Mayeul; Reifler, Frank
9
2011
A non-uniqueness problem of the Dirac theory in a curved spacetime. Zbl 1223.81110
Arminjon, M.; Reifler, F.
9
2011
Dirac-type equations in a gravitational field, with vector wave function. Zbl 1161.81339
Arminjon, Mayeul
6
2008
Limit distributions of the states and homogenization in random media. Zbl 0755.73008
Arminjon, M.
5
1991
Main effects of the Earth’s rotation on the stationary states of ultra-cold neutrons. Zbl 1220.81108
Arminjon, Mayeul
5
2008
A solution of the non-uniqueness problem of the Dirac Hamiltonian and energy operators. Zbl 1244.81047
Arminjon, Mayeul
4
2011
A simpler solution of the non-uniqueness problem of the covariant Dirac theory. Zbl 1272.53038
Arminjon, Mayeul
4
2013
Energy and equations of motion in a tentative theory of gravity with a privileged reference frame. Zbl 0853.53077
Arminjon, M.
3
1996
On the extension of Newton’s second law to theories of gravitation in curved space-time. Zbl 0856.53076
Arminjon, M.
3
1996
Four-vector versus four-scalar representation of the Dirac wave function. Zbl 1271.53049
Arminjon, Mayeul; Reifler, Frank
3
2012
Dirac equation from the Hamiltonian and the case with a gravitational field. Zbl 1119.83310
Arminjon, Mayeul
3
2006
Some remarks on quantum mechanics in a curved spacetime, especially for a Dirac particle. Zbl 1327.81209
Arminjon, Mayeul
2
2015
Variational micro-macro transition, with application to reinforced mortars. Zbl 0817.73079
Arminjon, M.; Chambard, T.; Turgeman, S.
2
1994
On the non-uniqueness problem of the covariant Dirac theory and the spin-rotation coupling. Zbl 1282.81068
Arminjon, Mayeul
2
2013
Classical-quantum correspondence and wave packet solutions of the Dirac equation in a curved space-time. Zbl 1253.81048
Arminjon, Mayeul; Reifler, Frank
1
2011
Maximum entropy principle and texture formation. Zbl 0974.74007
Arminjon, M.; Imbault, D.
1
2000
Macro-homogeneous strain fields with arbitrary local inhomogeneity. Zbl 0788.73013
Arminjon, M.
1
1991
Sur le champ de rotation des cristaux dans un polycristal déformé plastiquement. (On the rotation field of crystals in a plastically deformed polycrystal). Zbl 0614.73003
Arminjon, M.
1
1987
Should there be a spin-rotation coupling for a Dirac particle? Zbl 1298.81063
Arminjon, Mayeul
1
2014
A numerical solution of the inverse problem in classical celestial mechanics, with application to Mercury’s motion. Zbl 1089.70007
Arminjon, M.
1
2004
Gravitational effects on light rays and binary pulsar energy loss in a scalar theory of gravity. Zbl 1178.83043
Arminjon, M.
1
2004
Some remarks on quantum mechanics in a curved spacetime, especially for a Dirac particle. Zbl 1327.81209
Arminjon, Mayeul
2
2015
Should there be a spin-rotation coupling for a Dirac particle? Zbl 1298.81063
Arminjon, Mayeul
1
2014
A simpler solution of the non-uniqueness problem of the covariant Dirac theory. Zbl 1272.53038
Arminjon, Mayeul
4
2013
On the non-uniqueness problem of the covariant Dirac theory and the spin-rotation coupling. Zbl 1282.81068
Arminjon, Mayeul
2
2013
Four-vector versus four-scalar representation of the Dirac wave function. Zbl 1271.53049
Arminjon, Mayeul; Reifler, Frank
3
2012
General reference frames and their associated space manifolds. Zbl 1213.83024
Arminjon, Mayeul; Reifler, Frank
9
2011
A non-uniqueness problem of the Dirac theory in a curved spacetime. Zbl 1223.81110
Arminjon, M.; Reifler, F.
9
2011
A solution of the non-uniqueness problem of the Dirac Hamiltonian and energy operators. Zbl 1244.81047
Arminjon, Mayeul
4
2011
Classical-quantum correspondence and wave packet solutions of the Dirac equation in a curved space-time. Zbl 1253.81048
Arminjon, Mayeul; Reifler, Frank
1
2011
Dirac-type equations in a gravitational field, with vector wave function. Zbl 1161.81339
Arminjon, Mayeul
6
2008
Main effects of the Earth’s rotation on the stationary states of ultra-cold neutrons. Zbl 1220.81108
Arminjon, Mayeul
5
2008
Dirac equation from the Hamiltonian and the case with a gravitational field. Zbl 1119.83310
Arminjon, Mayeul
3
2006
A numerical solution of the inverse problem in classical celestial mechanics, with application to Mercury’s motion. Zbl 1089.70007
Arminjon, M.
1
2004
Gravitational effects on light rays and binary pulsar energy loss in a scalar theory of gravity. Zbl 1178.83043
Arminjon, M.
1
2004
Maximum entropy principle and texture formation. Zbl 0974.74007
Arminjon, M.; Imbault, D.
1
2000
Energy and equations of motion in a tentative theory of gravity with a privileged reference frame. Zbl 0853.53077
Arminjon, M.
3
1996
On the extension of Newton’s second law to theories of gravitation in curved space-time. Zbl 0856.53076
Arminjon, M.
3
1996
A fourth-order plastic potential for anisotropic metals and its analytical calculation from the texture function. Zbl 0848.73005
Arminjon, M.; Bacroix, B.; Imbault, D.; Raphanel, J. L.
13
1994
Variational micro-macro transition, with application to reinforced mortars. Zbl 0817.73079
Arminjon, M.; Chambard, T.; Turgeman, S.
2
1994
On plastic potentials for anisotropic metals and their derivation from the texture function. Zbl 0729.73816
Arminjon, M.; Bacroix, B.
10
1991
Limit distributions of the states and homogenization in random media. Zbl 0755.73008
Arminjon, M.
5
1991
Macro-homogeneous strain fields with arbitrary local inhomogeneity. Zbl 0788.73013
Arminjon, M.
1
1991
Sur le champ de rotation des cristaux dans un polycristal déformé plastiquement. (On the rotation field of crystals in a plastically deformed polycrystal). Zbl 0614.73003
Arminjon, M.
1
1987

Citations by Year