Publications
1. E. Binaghi, G. Pasi, G. Sechi and M. Spreafico, Sulla
correttezza
dei sistemi computazionali, Technical Report of I. F. C.T. R.,
B4-TR-86/1
(1986).
2.
M. Martellini, M. Spreafico and K. Yoshida, On the black hole
conformal
field theory coupled to the Polyakov's string theory. A
non-perturbative
analysis, Mod. Phys. Lett. A7 (1992) 1281.
3. M. Martellini, M. Spreafico and K. Yoshida, A continuum string
model for
d>1, Mod. Phys. Lett. A7 (1992) 1667.
4. M. Martellini, M. Spreafico and K. Yoshida, A continuum approach
to
2D-quantum gravity for c>1, in "String Theory, Quantum Gravity
and
the Unification of the Fundamental Interactions" ed. M. Bianchi, F.
Fucito, E. Marinari and A. Sagnotti 1992 World Scientific.
5. M. Martellini, M. Spreafico and K. Yoshida, A generalized model
for two
dimensional quantum gravity and dynamics of random surfaces for d>1,
Mod. Phys. Lett. A9 (1994) 2009.
6. M. Martellini, A. Sedrakyan and M. Spreafico, The Dynamic of
Dirac
Fermions on Singular Surfaces, Int. Journ. of Mod. Phys. B10 (1996)
2423-2429.
7. M. Martellini, M. Spreafico and K. Yoshida, A field theoretical
approach
for strings and interfaces of Ising-like models at d>1, Int.
Journ. of
Mod. Phys. B10 (1996) 2431-2440.
8. M. Martellini, M. Spreafico and K. Yoshida, Quantization of
anomalous
gauge field theory and BRST invariant models of two dimensional quantum
gravity,
Phys. Rev. D54 (1996) 1-13.
9. M. Marcolli and M. Spreafico, Gauge groups and characteristic
classes,
Expo. Math. 15 (1997) 229-249.
10. M. Martellini, M. Spreafico and K. Yoshida, A continuum
approach to 2D
quantum gravity for c>1, Int. Journ. of Mod. Phys. B11 (1997)
3247-3279.
11. R. Piccinini and M. Spreafico, The Milgram-Steenrod
construction of
classifying spaces for topological groups, Expo. Math. 16 (1998)
97-130.
12. R. Piccinini and M. Spreafico, Conjugacy
classes of gauge groups,
Queen's Lectures in pure and applied mathematics, 1998. PDF
13. M. Crabb, M. Spreafico and W. Sutherland, Enumerating
projectively
trivial bundles, Math. Proc. Cambridge. Phil. Soc. 125 (1999)
223-242. PDF
14. 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
15. S.
Bauer, M. Crabb and M. Spreafico, The space of free loops on a real
projective space, Contemp. Math. 274 (2000) 33-38. PDF
16. 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
17. G. Ortenzi and
M. Spreafico, Zeta function regularization for a
scalar field
in a compact domain, J. Phys. A Math. Gen. 37 (2004) 11499-11597. PDF
18. M.
Spreafico, Zeta function and regularized determinant on projective
spaces,
Rocky Mount. Jour. Math. 33 (2003) 1499-1512. PDF
19. M.
Spreafico, On the non homogeneous Bessel zeta function,
Mathematika 51
(2004) 123-130. PDF
20. M.
Spreafico, Zeta function and regularized determinant on a disc and
on a cone,
J. Geo. Phys. 54 (2005) 355-371. PDF
21. M.
Spreafico, A generalization of the Euler Gamma function, Funct.
Anal.
App. 39 (2005) 156-159. PDF
22. M.
Spreafico, Zeta invariants for sequences of spectral type, special
functions
and the Lerch formula, Proc. Roy. Soc. Edinburgh 136A (2006)
863-887. PDF
23. M.
Spreafico, Zeta invariants for Dirichlet series, Pacific J.
Math. 224
(2006) 180-199. PDF
24.
D.
Lima Gonzalves and M. Spreafico, Quaternionic projective bundles
over
quaternionic projective spaces, Math. J. Okayama Univ.
(2006). PDF
25. O.
Manzoli Neto, M. Spreafico and E. Teixeira Costa, Vector bundles
over three
dimensional spherical space forms, IJMMS 2006 (2006). PDF
26. M.
Spreafico and S. Zerbini, Spectral analysis and zeta determinant
for the
deformed spheres, Comm. Math.
Phys. (2007). PDF
27. M.H. Andreade
Claudio and M. Spreafico, Homotopy
type of gauge groups of quaternioni line bundles over spheres,
Topology Appl. (2008). PDF
28. 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
29. M.
Spreafico and S. Zerbini, Finite
temperature quantum field theory on non compact domains and
applications to delta interactions, Rep. Math. Phys.
63 (2009) 163-177. PDF
30. M. Spreafico, Multiple Poisson kernels, Math. J.
Okayama Univ. (2009). PDF
31. M. Spreafico, On the Barnes double zeta and Gamma
functions, J. Number Theory (2009). PDF
32. L. Hartmann, T.
de Melo and M. Spreafico, Reidemeister
torsion and analytic torsion of discs, BUMI (2009). PDF
33. T. de Melo and M.
Spreafico, Reidemeister torsion and
analytic torsion of spheres, J.
Homotopy Rel Struct. (2009). PDF
34. L. Hartmann and M. Spreafico, The analytic torsion of a cone over a sphere, J. Math. Pure Ap. 93 (2010) 408-435. PDF
35. S. Albeverio, G. Cognola, M. Spreafico and S. Zerbini, Singular perturbation with boundary conditions and the Casimir effect in the half space, J. Math. Phys. 51 (2010). PDF
36. M. Spreafico, Zeta determinants on cones and product, J. Geom. 96 (2010) 167-178. PDF
37. M. Spreafico, Dirichlet series and Gamma functions associated with rational functions, Bull. Polish Acad. Sci. Math. 58 (2010) 189-195. PDF
38. M. Spreafico, Zeta determinant and operator determinants, Osaka J. Math. 48 (2011) 41-50. PDF
40. L. Hartmann and M. Spreafico, The analytic torsion of a cone over an odd dimensional manifold, J. Geom. Phys. 61 (2011) 624-657. PDF
42. L. Hartmann, T. de Melo and M. Spreafico, The analytic torsion of a disc, Ann. Glob. Anal. Geom. 42 (2012) 29-59. PDF
44. O. Manzoli Neto, T. de Melo and M. Spreafico, Cellular decomposition of quaternionic spherical space forms, Geom. Dedicata 162 (2013) 9-24. PDF
46. L. Hartmann and M. Spreafico, On the Cheeger-Mueller theorem for
the cone over an even dimensional manifold, St. Petesbourg J. Math. to
appear. PDF
47. A.P. Tremula Galvez, L. Flaminia, O. Manzoli Neto and M. Spreafico, Comm. in Algebra to appear. PDF
Preprints