Antonio Orlando

Available identifiers

zbMath Open orlando.antonioMaRDI QIDQ1018484

List of research outcomes

Publication	Date of Publication	Type
Compensated convex transforms and geometric singularity\\ extraction from semiconvex functions	2022-03-21	Paper
Compensated convexity on bounded domains, mixed Moreau envelopes and computational methods	2021-11-11	Paper
A variational asymmetric phase-field model of quasi-brittle fracture: Energetic solutions and their computation	2020-09-12	Paper
Coupled mechanical and fluid flow analysis in fractured saturated porous media using the XFEM	2020-01-29	Paper
Compensated Convexity Methods for Approximations and Interpolations of Sampled Functions in Euclidean Spaces: Applications to Contour Lines, Sparse Data, and Inpainting	2019-08-22	Paper
A finite strain contact model for mixed lubricated surfaces in forming processes	2018-10-11	Paper
Convergence of adaptive finite element methods in elastoplasticity	2018-07-26	Paper
Relaxation and the Computation of Effective Energies and Microstructures in Solid Mechanics	2017-07-19	Paper
Compensated Convexity Methods for Approximations and Interpolations of Sampled Functions in Euclidean Spaces: Theoretical Foundations	2016-12-21	Paper
Compensated Convexity, Multiscale Medial Axis Maps and Sharp Regularity of the Squared-Distance Function	2015-11-18	Paper
Compensated convexity and Hausdorff stable geometric singularity extractions	2015-04-22	Paper
Compensated convexity and Hausdorff stable extraction of intersections for smooth manifolds	2015-04-22	Paper
Mixed analytical-numerical relaxation in finite single-slip crystal plasticity	2009-05-20	Paper
Computational Microstructures in Phase Transition Solids and Finite-Strain Elastoplasticity	2009-02-24	Paper
A convergent adaptive finite element method for the primal problem of elastoplasticity	2008-01-14	Paper
Reliable and efficient equilibrated a posteriori finite element error control in elastoplasticity and elastoviscoplasticity with hardening	2007-09-20	Paper

Research outcomes over time

Doctoral students

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