Keyword: functions of bounded variation

Papers related to keyword:

• P. Celada - D. Mucci (Submitted Paper)
  On generalized Varga materials (2025)
• D. Mucci (Submitted Paper)
  Functions of bounded variation in trace spaces (2025)
• D. Mucci - A. Saracco (Submitted Paper)
  The fundamental theorem of the local theory for non-smooth curves (2025)
• A. Lanza - A. Leaci - S. Morigi - F. Tomarelli (Applied Mathematics and Computation)
  Symmetrised Fractional Variation with $L^1$ fidelity for signal denoising via Grünwald-Letnikov scheme (2025)
• G. E. Comi - G. P. Leonardi (Nonlinear Analysis)
  Measures in the dual of $BV$: perimeter bounds and relations with divergence-measure fields (2024)
• G. E. Comi - V. De Cicco - G. Scilla (Preprint)
  Beyond $BV$: new pairings and Gauss-Green formulas for measure fields with divergence measure (2023)
• V. Buffa - G. E. Comi - M. Miranda Jr (Rev. Mat. Iberoamericana)
  On $BV$ functions and essentially bounded divergence-measure fields in metric spaces (2021)
• M. Friedrich (Preprint)
  A derivation of linearized Griffith energies from nonlinear models (2015)
• J. Kinnunen - R. Korte - A. Lorent - N. Shanmugalingam (J. Geom. Anal.)
  Regularity of sets with quasiminimal boundary surfaces in metric spaces (2013)
• A. Giacomini - A. Musesti (Math. Models and Methods Appl. Sci.)
  Quasi-static evolutions in linear perfect plasticity as a variational limit of finite plasticity: a one-dimensional case (2013)
• G. Palatucci (Math. Models Methods Appl. Sciences (M3AS))
  Phase transitions with the line tension effect: the super-quadratic case (2009)
• M. Miranda Jr - D. Pallara - F. Paronetto - M. Preunkert (Ann. Fac. Sci. Toulouse Math.)
  Short-time Heat Flow and Functions of Bounded Variation in $R^N$ (2007)
• A. Garroni - G. Palatucci (Progress in NonLinear Differential Equations and their Applications)
  A singular perturbation result with a fractional norm (2006)
• I. Fonseca - G. Leoni - R. Paroni (Commun. Contemp. Math.)
  On Hessian Matrices in the Space $BH$ (2005)
• G. Alberti - M. Csörnyei - D. Preiss
  Structure of null sets in the plane and applications (2005)
• F. Maggi (J. Convex Anal.)
  On the relaxation on $BV$ of certain non coercive integral functionals (2003)