Assistant Professor, Purdue University

Email: danielli AT math.purdue.edu

Home-page: www.math.purdue.edu/~danielli

Available papers (12):

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• D. Danielli - R. Ognibene (Accepted Paper: Indiana University Mathematics Journal)
  On a weighted two-phase boundary obstacle problem (2021)
• D. Danielli - N. Garofalo - D. M. Nhieu (Accepted Paper: Comm. in Analysis and Geometry)
  Notions of convexity in Carnot groups (2003)
• D. Danielli - N. Garofalo - D. M. Nhieu (Accepted Paper: Memoirs Amer. Math. Soc.)
  Non-doubling Ahlfors measures, Perimeter measures, and the characterization of the trace spaces of Sobolev functions in Carnot-Carathéodory spaces (2003)
• D. Danielli - A. Petrosyan (Submitted Paper)
  A minimum problem with free boundary for a degenerate quasilinear operator (2003)
• D. Danielli - N. Garofalo - D. M. Nhieu (Preprint)
  Minimal surfaces, surfaces of constant mean curvature and isoperimetry in Carnot groups (2002)
• D. Danielli (Submitted Paper)
  A singular perturbation approach to a two phase parabolic free boundary problem arising in combustion theory (2002)
• D. Danielli - N. Garofalo - D. M. Nhieu (Accepted Paper: Proc. of the Amer. Math. Soc.)
  On the best possible character of the $L^Q$ norm in some a priori estimates for non-divergence form equations in Carnot groups (2002)
• D. Danielli - N. Garofalo - D. M. Nhieu (Accepted Paper: Communications in Analysis and Geometry)
  Notions of convexity in Carnot groups (2002)
• D. Danielli - N. Garofalo - S. Salsa (Accepted Paper: Indiana University Math J)
  Variational inequalities with lack of ellipticity. Part I: optimal interior regularity and non-degeneracy of the free boundary (2001)
• D. Danielli - A. Petrosyan - H. Shahgholian (Accepted Paper: Indiana Univ. Math. Jour.)
  A singular perturbation problem for the p-Laplace operator (2001)
• D. Danielli - N. Garofalo (Preprint)
  Green functions in nonlinear potential theory in Carnot groups and the geometry of their level sets (2001)
• D. Danielli - N. Garofalo (Accepted Paper: Calculus of Variations)
  Properties of entire solutions of non-uniformly elliptic equations arising in geometry and in phase transitions (2001)

Organizer:

• 1 jun 2015 - 4 jun 2015: 6th Symposium on Analysis and PDEs