Papers and
preprints in topology
1. M. Marcolli and M. Spreafico, Gauge groups and characteristic
classes,
Expo. Math. 15 (1997) 229-249.
2. R. Piccinini and M. Spreafico, The Milgram-Steenrod
construction of
classifying spaces for topological groups, Expo. Math. 16 (1998)
97-130.
3. R. Piccinini and M. Spreafico, Conjugacy
classes of gauge groups,
Queen's Lectures in pure and applied mathematics, 1998. PDF
4. M. Crabb, M. Spreafico and W. Sutherland, Enumerating
projectively
trivial bundles, Math. Proc. Cambridge. Phil. Soc. 125 (1999)
223-242. PDF
5. S.
Bauer, M. Crabb and M. Spreafico, A stable decomposition for the
classifying
space of the gauge group of a principal SO(3)-bundle over S2,
Proc. Roy. Soc. Edinburgh A 131 (2001) 767-783. PDF
6. S.
Bauer, M. Crabb and M. Spreafico, The space of free loops on a real
projective space, Contemp. Math. 274 (2000) 33-38. PDF
7. A.
Minatta, R. Piccinini and M. Spreafico, A note about the isotropy
groups of
2-plane bundles over closed surfaces, Collectanea Math. 54 (2003)
283-291. PDF
8.
D.
Lima Gonzalves and M. Spreafico, Quaternionic projective bundles
over
quaternionic projective spaces, Math. J. Okayama Univ.
(2006). PDF
9. O.
Manzoli Neto, M. Spreafico and E. Teixeira Costa, Vector bundles
over three
dimensional spherical space forms, IJMMS 2006 (2006). PDF
10. M.H. Andreade
Claudio and M. Spreafico, Homotopy
type of gauge groups of quaternioni line bundles over spheres,
Topology Appl. (2008). PDF
11. D. Lima Gonzalves and M. Spreafico, The fundamental group of the space of maps from a surface into the projective space, Math. Scand. 104 (2009) 161-181. PDF
12. D. Lima Goncalves, O. Manzoli Neto and M. Spreafico, The Borsuk-Ulam theorem for homotopy spherical space forms, J. Fixed Point Th. Appl. 9 (2011) 285-294. PDF