Lavori scientifici
[1] L. Migliorini: “Sulla compattificazione delle superfici di Riemann,”
Boll.UMI suppl. Algebra e Geometria Serie VI vol V , 97-101,(1986).
[2] P.de Bartolomeis, L. Migliorini, A. Nannicini: “Espaces de twisteurs Kahlériens,”
CRAS t. 307 Serie I 259-261, (1988)
[3] P.de Bartolomeis, L. Migliorini: “Scalar curvature and twistor geometry,”
Proceedings International Workshop Wuppertal 1990 .
Aspects of Mathematics,Vieweg 33-39.
[4] P.de Bartolomeis, L. Migliorini, A. Nannicini: “Propriétés globales de l'éspace de twisteurs,”
Rend.Accad.Lincei s. 9, v.2, 147-153, (1991)
[5] L. Migliorini: “Remarks on a conjecture of Hartshorne,”
Math.Ann. 292, 445-455, (1992)
[6] L. Migliorini: “Some observations on cohomologically p-ample bundles,”
Ann.di Mat.Pura e Appl. vol. CLXIV 89-102, (1993)
[7] L. Migliorini: “A smooth family of minimal surfaces of general type over a curve
of genus at most one is trivial,” J. Algebraic Geometry 4, 353-361 (1995)
[8] L. Migliorini: “Stability of homogeneous vector bundles,”
Boll.UMI (7) 10-B, 963-990,(1996)
[9] P.Heinzner, L. Migliorini, M.Polito: “Semistable quotients,”
Ann. Scuola Norm. Sup. Pisa, cl.Sci(4) 26 no.2, 233-248(1998)
[10] P.Heinzner, L. Migliorini: “Quotients with respect to holomorphic actions of
reductive groups,” in ``Complex Analysis and Geometry''
ed. V.Ancona, E.Ballico, R.M.Miro-Roig, A.Silva, Pitman Research Notes in
Mathematics Series 366, 1997.
[11] M.A. de Cataldo, L. Migliorini: ``The Douady space of a complex surface,"
Adv. in Math. 151 (2000), 283-312.
[12] P.Heinzner, L. Migliorini: “Projectivity of moment map quotients,”
``Osaka Journal of Math.'' 38, 1(2001) pp.167-184.
[13] M.A. de Cataldo, L. Migliorini, ``The Chow groups and the motive of the Hilbert
schemes of surfaces," Journal of Algebra 251 (2002), 824-848.
[14] M.A. de Cataldo, L. Migliorini, ``The Hard Lefschetz Theorem and the topology of semismall maps,"
Ann. Scient. Ec. Norm. Sup., 4-eme serie, t. 35, 2002, 759-772.
[15] M.A. de Cataldo, L. Migliorini, ``The Chow motive of a semismall resolutions,"
Math. Res. Lett. 11(2004), no.2-3, 151-170.
[16] M.A. de Cataldo, L. Migliorini, ``The Gysin formalism is compatible with mixed Hodge structures,''
Proceedings volume of the CRM Workshop on Algebraic Structures and Moduli Spaces.
AMS-CRM Proceedings series vol. 38,(2004) 133-138.
[17] M.A. de Cataldo, L. Migliorini,``The Hodge Theory of algebraic maps,''
Ann. Scient. Ec. Norm. Sup.(4) 38,(2005) 693-750.
[18] M.A. de Cataldo, L. Migliorini, ``Motivic decomposition for resolutions of threefolds,''
in Algebraic cycles and Motives, vol.I, 102-137,J.Nagel,
C.Peters editors, London Math.Soc.Lecture Notes 343, CUP.
[19] M.A. de Cataldo, L. Migliorini, ``Hodge Theoretic aspects of the Decomposition Theorem,''
Proc. Sympos. Pure Math., 80, Part 2, Amer. Math. Soc., Providence, RI, 2009.
[20] M.A. de Cataldo, L. Migliorini, ``The Decomposition Theorem and the topology of algebraic maps,''
Bull. Amer. Math. Society. 46(2009), 535-633.
[21] M.A. de Cataldo, L. Migliorini, ``A remark on singularities of primitive cohomology classes,''
Proc. of the Amer.Math.Soc. 137(2009) 3593-3600.
[22] M.A. de Cataldo, L. Migliorini, ``The perverse filtration and the Lefschetz hyperplane Theorem,''
Annals of Math. 171 n.3 (2010) 2089-2113.
[23]
F.El Zein, D.T.Le, L. Migliorini, ``A topological construction of the
weight filtration,''
Manusc. Mathem. Vol 133 n.1-2, pp. 173-182.
[24] M.A. de Cataldo, T.Hausel, L. Migliorini, "Topology of Hitchin systems and Hodge theory of character varieties"
Preprint arXiv: 104.1420 accettato per la pubblicazione su Annals of Mathematics.
[25] M.A. de Cataldo, T.Hausel, L. Migliorini, "Exchange between perverse and weight filtration for the Hilbert schemes of points of two surfaces"
Preprint arXiv: 1012.2583
[26] L. Migliorini, V. Shende "A support theorem for Hilbert schemes of planar curves”
Preprint arXiv: 1107.2355
Lavori di carattere espositivo
[1] L.Migliorini, “La geometria oggi”, saggio 21 pp.
per l'opera “Treccani Terzo millennio” dell'Istituto dell'Enciclopedia Italiana.
[2] M.A. de Cataldo, L.Migliorini, ``What is a perverse sheaf?”
Notices of the American Mathematical Society, volume 57, number 5, pp.632-634.