×

zbMATH — the first resource for mathematics

Sfyris, Dimitris

Compute Distance To:
Author ID: sfyris.dimitris Recent zbMATH articles by "Sfyris, Dimitris"
Published as: Sfyris, D.; Sfyris, Dimitris
Documents Indexed: 19 Publications since 2006

Publications by Year

Citations contained in zbMATH Open

13 Publications have been cited 54 times in 34 Documents Cited by Year
Direct determination of stresses from the stress equations of motion and wave propagation for a new class of elastic bodies. Zbl 1327.74080
Bustamante, R.; Sfyris, D.
11
2015
Continuously dislocated elastic bodies with a neo-Hookean like energy subjected to anti-plane shear. Zbl 1159.74326
Sfyris, D.; Charalambakis, N.; Kalpakides, V. K.
7
2008
Phonon, Cauchy-Born and homogenized stability criteria for a free-standing monolayer graphene at the continuum level. Zbl 1406.74160
Sfyris, Dimitris
5
2016
Curvature-dependent surface energy for free-standing monolayer graphene. Zbl 1370.74022
Sfyris, D.; Galiotis, C.
5
2016
Comparing the condition of strong ellipticity and the solvability for a purely elastic problem and the corresponding dislocated problem. Zbl 1291.74039
Sfyris, Dimitris
5
2012
Propagation of a plane wave to a materially uniform but inhomogeneous body. Zbl 1264.74123
Sfyris, Dimitris
4
2011
The strong ellipticity condition under changes in the current and reference configuration. Zbl 1273.74026
Sfyris, Dimitris
4
2011
Variational arguments and Noether’s theorem on the nonlinear continuum theory of dislocations. Zbl 1213.74028
Sfyris, D.; Charalambakis, N.; Kalpakides, V. K.
4
2006
On configurational weak phase transitions in graphene. Zbl 1355.82032
Sfyris, Dimitris
3
2016
Autoparallel curves and Riemannian geodesics for materially uniform but inhomogeneous bodies. Zbl 1354.74041
Sfyris, Dimitris
2
2014
Use of some theorems related with the tensor equation \(AX + XA = H\) for some classes of implicit constitutive relations. Zbl 1291.74016
Sfyris, D.; Bustamante, R.
2
2013
A note on incremental equations for a new class of constitutive relations for elastic bodies. Zbl 07209807
Arrue, P.; Bustamante, R.; Sfyris, D.
1
2016
A finite element formulation for stressed bodies with continuous distribution of edge dislocations. Zbl 1329.74282
Ortiz-Bernardin, A.; Sfyris, D.
1
2015
Phonon, Cauchy-Born and homogenized stability criteria for a free-standing monolayer graphene at the continuum level. Zbl 1406.74160
Sfyris, Dimitris
5
2016
Curvature-dependent surface energy for free-standing monolayer graphene. Zbl 1370.74022
Sfyris, D.; Galiotis, C.
5
2016
On configurational weak phase transitions in graphene. Zbl 1355.82032
Sfyris, Dimitris
3
2016
A note on incremental equations for a new class of constitutive relations for elastic bodies. Zbl 07209807
Arrue, P.; Bustamante, R.; Sfyris, D.
1
2016
Direct determination of stresses from the stress equations of motion and wave propagation for a new class of elastic bodies. Zbl 1327.74080
Bustamante, R.; Sfyris, D.
11
2015
A finite element formulation for stressed bodies with continuous distribution of edge dislocations. Zbl 1329.74282
Ortiz-Bernardin, A.; Sfyris, D.
1
2015
Autoparallel curves and Riemannian geodesics for materially uniform but inhomogeneous bodies. Zbl 1354.74041
Sfyris, Dimitris
2
2014
Use of some theorems related with the tensor equation \(AX + XA = H\) for some classes of implicit constitutive relations. Zbl 1291.74016
Sfyris, D.; Bustamante, R.
2
2013
Comparing the condition of strong ellipticity and the solvability for a purely elastic problem and the corresponding dislocated problem. Zbl 1291.74039
Sfyris, Dimitris
5
2012
Propagation of a plane wave to a materially uniform but inhomogeneous body. Zbl 1264.74123
Sfyris, Dimitris
4
2011
The strong ellipticity condition under changes in the current and reference configuration. Zbl 1273.74026
Sfyris, Dimitris
4
2011
Continuously dislocated elastic bodies with a neo-Hookean like energy subjected to anti-plane shear. Zbl 1159.74326
Sfyris, D.; Charalambakis, N.; Kalpakides, V. K.
7
2008
Variational arguments and Noether’s theorem on the nonlinear continuum theory of dislocations. Zbl 1213.74028
Sfyris, D.; Charalambakis, N.; Kalpakides, V. K.
4
2006

Citations by Year