Preprint server: Anisotropy

[BPP13](R54)

G. Bellettini , M. Paolini , and F. Pasquarelli, Nonconvex mean curvature flow as a formal singular limit of the nonlinear bidomain model, Adv. Differential Equations, 18 (2013), 895--934.

[Pao11](C28)

M. Paolini , Nonconvex anisotropy and the bidomain model, Proc. Geometric Partial Differential Equations: Theory, Numerics and Applications (Oberwolfach, 2011), Oberwolfach Reports, 54 (2011), 52--54.

[NoPa07](R44)

M. Novaga and M. Paolini , Nonuniqueness for crystalline curvature flow, Math. Models Methods Appl. Sci., 17 (2007), 1307--1315.

[Pao05](C26)

M. Paolini , Capillarity and calibrability of sets in crystalline mean curvature flow, Oberwolfach Reports, 2 (2005), 560--562.

[Pao02](LN1)

M. Paolini , From the Stefan problem to crystalline evolution, FM-DM Lecture notes, Warsaw, july 2002 (2002), 1--31.

[PaPa02](C25)

M. Paolini and F. Pasquarelli, Unstable Crystalline Wulff Shapes in 3D, Proceedings Variational methods for discontinuous structures, Progress in Nonlinear Differential Equations and Their Applications 51, Birkhauser, Basel (2002), 141--153.

[GPR01](R42)

Y. Giga , M. Paolini , and P. Rybka , On the motion by singular interfacial energy, Japan J. Indust. Appl. Math., 18 (2001), 47--64.

[BNP01b](R41)

G. Bellettini , M. Novaga , and M. Paolini , On a crystalline variational problem, part II: $BV$-regularity and structure of minimizers on facets, Arch. Ration. Mech. Anal., 3 (2001), 193--217.

[BNP01c](R40)

G. Bellettini , M. Novaga , and M. Paolini , Characterization of facet--breaking for nonsmooth mean curvature flow in the convex case, Interfaces and Free Boundaries, 3 (2001), 415--446.

[PaPa00](C24)

M. Paolini and F. Pasquarelli, Numerical simulation of crystalline curvature flow in 3D by interface diffusion, Free Boundary Problems: theory and applications II, GAKUTO Internat. Ser. Math. Sci. Appl. 14 (N. Kenmochi ed.), Gakk\"otosho, Tokyo (2000), 376--389.

[BNP01a](R38)

G. Bellettini , M. Novaga , and M. Paolini , On a crystalline variational problem, part I: first variation and global $L^\infty$-regularity, Arch. Ration. Mech. Anal., 3 (2001), 165--191.

[BNP99](R37)

G. Bellettini , M. Novaga , and M. Paolini , Facet-breaking for three dimensional crystals evolving by mean curvature, Interfaces and Free Boundaries, 1 (1999), 39--55.

[Pao98](C23)

M. Paolini , Fattening in two dimensions obtained with a nonsymmetric anisotropy: numerical simulations, Acta Math. Univ. Comenianae, 67 (1998), 43--55.

[FGP98](R34)

F. Fierro , R. Goglione, and M. Paolini , Numerical simulations of mean curvature flow in presence of a nonconvex anisotropy, Math. Models Methods Appl. Sci., 4 (1998), 573--601.

[BCP97](R33)

G. Bellettini , P. Colli Franzone , and M. Paolini , Convergence of front propagation for anisotropic bistable reaction-diffusion equations, Asymptot. Anal., 15 (1997), 325--358.

[GoPa96](C22)

R. Goglione and M. Paolini , Numerical simulations of crystalline motion by mean curvature with Allen-Cahn relaxation, Free boundary problems, theory and applications, Pitman Res. Notes Math. Ser., 363 (M. Niezg\'odka and P. Strzelecki, eds.), Longman Scientific \& Technical, Harlow (1996), 203--216.

[EPS96](R32)

C.M. Elliott , M. Paolini , and R. Sch\"atzle , Interface estimates for the fully anisotropic Allen-Cahn equation and anisotropic mean curvature flow, Math. Models Methods Appl. Sci., 6 (1996), 1103--1118.

[Pao95](C21)

M. Paolini , An efficient algorithm for computing anisotropic evolution by mean curvature, Curvature Flows and Related Topics, GAKUTO Internat. Ser. Math. Sci. Appl. 5 (A. Damlamian {\it et al.}, eds.), Gakk\"otosho, Tokyo (1995), 199--213.

[FGP94](R29)

F. Fierro , R. Goglione, and M. Paolini , Finite element minimization of curvature functionals with anisotropy, Calcolo, 3-4 (1994), 191--210.

[BePa96b](R28)

G. Bellettini and M. Paolini , Anisotropic motion by mean curvature in the context of Finsler geometry, Hokkaido Math. J., 25 (1996), 537--566.

[BPV96](R25)

G. Bellettini , M. Paolini , and S. Venturini, Some results on surface measures in Calculus of Variations, Ann. Mat. Pura Appl., 170 (1996), 329--359.

[BePa94a](R20)

G. Bellettini and M. Paolini , Convex approximations of an inhomogeneous anisotropic functional, Atti Accad. Naz. Lincei Cl. Sci. Fis. Mat. Natur. Rend. (9) Mat. Appl., 5 (1994), 177--187.