Professor, University of Lisbon

Email: vangoeth AT fc.ul.pt

orcid id: 0000-0002-5356-8383

Available papers (12):

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• M. Caroccia - N. Van Goethem (Preprint)
  Iterative blow-ups for maps with bounded $\mathcal{A}$-variation: a refinement, with application to $\mathrm{BD}$ and $\mathrm{BV}$. (2025)
• M. Caroccia - N. Van Goethem (Preprint)
  Rigidity and functional properties of $\mathrm{BD}_{dev}(\Omega)$ (2025)
• L. De Luca - R. Scala - N. Van Goethem (Accepted Paper: Indiana Univ. Math. J.)
  A new approach to topological singularities via a weak notion of Jacobian for functions of bounded variation (2022)
• M. Caroccia - M. Focardi - N. Van Goethem (SIAM J. Math. Anal.)
  On the integral representation of variational functionals on $BD$ (2020)
• M. Caroccia - N. Van Goethem (Accepted Paper: ESAIM: M2AN)
  Damage-driven fracture with low-order potentials: asymptotic behavior, existence and applications (2019)
• R. Scala - N. Van Goethem (Accepted Paper: Journal of Nonlinear Science)
  Variational evolution of dislocations in single crystals (2018)
• R. Scala - N. Van Goethem (Accepted Paper: SIAM J. Math. Anal.)
  A variational approach to single crystals with dislocations (2018)
• R. Scala - N. Van Goethem ( Accepted on Proc. A Royal Soc. Edinburgh )
  Analytic and geometric properties of dislocation singularities (2015)
• R. Scala - N. Van Goethem (accepted MAA)
  Currents and dislocations at the continuum scale (2014)
• G. B. Maggiani - R. Scala - N. Van Goethem (Mathematical Methods in Applied Sciences)
  A compatible-incompatible decomposition of symmetric tensors in Lp with application to elasticity (2014)
• R. Scala - N. Van Goethem (Preprint)
  Dislocations at the continuum scale: functional setting and variational properties (2013)
• N. Van Goethem (Submitted Paper: Communications in Applied Analysis)
  Variational problems on classes of convex domains (2004)

Organizer:

• 18 dec 2023 - 20 dec 2023: Winter Meeting in Lisbon
• 10 oct 2018 - 12 oct 2018: Topics in Nonlinear Analysis: Calculus of Variations and PDEs