Klein, Dominik K. ; Fernández, Mauricio ; Martin, Robert J. ; Neff, Patrizio ; Weeger, Oliver (2021):
Polyconvex anisotropic hyperelasticity with neural networks.
In: Journal of the Mechanics and Physics of Solids, 159, p. 104703. Elsevier, ISSN 0022-5096,
DOI: 10.1016/j.jmps.2021.104703,
[Article]

Neff, Patrizio (2004):
Geometrically exact Cosserat theory for bulk behavior and thin structures : modelling and mathematical analysis.
[Habilitation]

Neff, Patrizio (2004):
Local existence and uniqueness for a geometrically exact membrane-plate with viscoleastic transverse shear resistance.
2364, Darmstadt, Ohne Verlag / Selbstverlag, [Book]

Neff, Patrizio (2004):
Local existence and uniqueness for quasistatic finite plasticity with grain boundary relaxation.
2359, Darmstadt, Ohne Verlag / Selbstverlag, [Book]

Neff, Patrizio (2004):
On material constants for micromorphic continua.
2370, Darmstadt, Ohne Verlag / Selbstverlag, [Book]

Neff, Patrizio (2004):
A geometrically exact Cosserat shell-model including size effects, avoiding degeneracy in the thin shell limit. Existence of minimizers for zero Cosserat couple modulus.
2357, Darmstadt, Ohne Verlag / Selbstverlag, [Book]

Neff, Patrizio ; Chelminski, Krzysztof (2004):
A geometrically exact Cosserat shell-model includingsize effects, avoiding degeneracy in the thin shell limit. Rigourous justification via Gamma-convergence for the elastic plate.
2365, Darmstadt, Ohne Verlag / Selbstverlag, [Book]

Neff, Patrizio (2004):
A geometrically exact micromorphic elastic solid. Modellling and existence of minimizers.
2318, Darmstadt, Ohne Verlag / Selbstverlag, [Book]

Neff, Patrizio ; Forest, Samuel (2004):
A geometrically exact micromorphic model for elastic metallic foams accounting for affine microstructure. Modelling, existence of minimizers, identification of moduli and computational results.
2373, Darmstadt, Ohne Verlag / Selbstverlag, [Book]

Neff, Patrizio (2004):
A geometrically exact viscoplastic membrane-shell with viscoelastic transverse shear resistance avoiding degeneracy in the thin-shell limit. Part I: The viscoelastic membrane-plate.
2337, Darmstadt, Ohne Verlag / Selbstverlag, [Book]

Neff, Patrizio (2003):
Finite multiplicative elastic-plastic Cosserat micropolar theory for polycrystals with grain rotations including fracture : modelling and mathematical analysis.
2297, Darmstadt, Ohne Verlag / Selbstverlag, [Book]

Neff, Patrizio (2003):
Infinitesimal elastic-plastic Cosserat micropolar theory : modelling and global existence in the rate-independent case.
2290, Darmstadt, Ohne Verlag / Selbstverlag, [Book]

Lew, Adrian ; Neff, Patrizio ; Sulsky, Deborah ; Ortiz, Michael (2003):
Optimal BV Estimates for a discontinuous Galerkin method in linear elasticity.
2300, Darmstadt, Ohne Verlag / Selbstverlag, [Book]

Neff, Patrizio (2003):
Some results concerning the mathematical treatment of finite plasticity.
In: Deformation and failure in metallic materials / Kolumban Hutter ... (Eds.) Berlin [u.a.] : Springer, 2003.- (Lecture Notes in Applied and Computational Mechanics ; 10), S. 251-274, [Article]

Neff, Patrizio (2003):
A geometrically exact derived Cosserat-plate including size effects,avoiding degeneracy in the thin plate limit. Modelling and mathematical analysis.
2301, Darmstadt, Ohne Verlag / Selbstverlag, [Book]

Neff, Patrizio (2001):
Formulation of visco-plastic approximations in finite plasticity for a model of small elastic strains. Part 2a: Local existence and unique results.
2138, Darmstadt, Techn. Univ., FB Mathematik, [Book]

Neff, Patrizio (2000):
Formulation of visco-plastic approximations in finite plasticity for a model of small elastic strains. Part 1: Modelling.
2127, Darmstadt, Techn. Univ., FB Mathematik, [Book]

Neff, Patrizio (2000):
Mathematische Analyse multiplikativer Viskoplastizität.
Aachen, Shaker, TU Darmstadt,
[Ph.D. Thesis]

Neff, Patrizio (2000):
On Korn's first inequality with nonconstant coefficients.
2080, Darmstadt, Techn. Univ., FB Mathematik, [Book]

Neff, Patrizio (1995):
Ein stationärer Wirbelring als schwache Lösung der Eulergleichung im beschränkten Gebiet.
1794, Darmstadt, Techn. Hochschule, FB Mathematik, [Book]