Les publications
référencées sur Mathscinet se trouvent ici.
Publications
et prépublications:
36. Marian Aprodu, Ruxandra
Moraru, Matei Toma
Two-dimensional
moduli spaces of vector bundles over Kodaira surfaces
35. Matei Toma
Bounded
sets
of
sheaves
on
compact
Kaehler
manifolds
34. Ionuţ Chiose, Matei Toma
On
compact complex surfaces of Kähler rank one
33.
Matei Toma
Vector
bundles on blown-up Hopf surfaces
Cent. Eur. J. Math.
32.
Matei Toma
A note on the cone of mobile
curves
C.
R.
Math.
Acad.
Sci.
Paris
348
(2010),
71-73
31.
Luis Solá
Conde, Matei Toma
Maximal
rationally
connected
fibrations
and
movable
curves
Ann.
Inst. Fourier (Grenoble), 59 (2009), p. 2359-2369
30. Matei Toma
Fibrés
vectoriels
stables par rapport à
une
polarisation
mobile
Revue
de
l'Institut
Elie
Cartan
Nancy
19
(2009),
233-238
29. Rahim Moosa, Ruxandra Moraru,
Matei
Toma
An
essentially
saturated
surface
not
of
Kaehler-type
Bull.
London
Math.
Soc.
40
(2008),
845-854
28.
Matei Toma
On
the
Kaehler rank of compact complex surfaces
Bull.
Soc.
Math.
de
France
136
(2008),
243-260
27. Karl Oeljeklaus,
Matei Toma
Logarithmic
moduli spaces for surfaces of class VII
Math.
Ann.
341
(2008),
323-345
26.
Stefan Kebekus, Luis Solá
Conde, Matei Toma
Rationally
connected foliations after Bogomolov and McQuillan
J.
Algebraic
Geom.
16
(2007),
65-81
(Abstract)
25.
Karl Oeljeklaus, Matei Toma
Non-Kaehler
compact complex manifolds associated to number fields
Ann.
Inst.
Fourier
Grenoble
55
(2005),
161-171
(Abstract)
24. Andrei Teleman, Matei Toma
Complex
geometric
applications
of
Gauge
Theory
Oberwolfach
Reports
1
(2004),
2208-2211,
Report
No.
42/2004
23. Georges Dloussky, Karl
Oeljeklaus, Matei Toma Class
VII surfaces with b_2 curves
Tohohu
Math.
J.
55
(2003),
283-309
22. Marian Aprodu, Matei Toma
Une
note sur les fibrés holomorphes non-filtrables
C.R.
Acad.
Sci.
Paris
336
(2003),
581-584
- 21. Andrei Teleman, Matei Toma
- Holomorphic
vector bundles on non-algebraic surfaces
- C.
R.
Acad.
Sci.
Paris
334
(2002),
383-388
-
- 20. Marian Aprodu, Vasile
Brînzanescu, Matei Toma
- Holomorphic
vector bundles on primary Kodaira surfaces
- Math.
Z.
242
(2002),
62-73
19. Matei Toma
Compact
moduli
spaces
of
stable
sheaves
over
non-algebraic
surfaces
Documenta Math. 6 (2001), 9-27
(Abstract)
18.
Karl Oeljeklaus, Matei Toma, Dan Zaffran
Une
caractérisation des surfaces d'Inoue-Hirzebruch
Ann. Inst. Fourier Grenoble 51 (2001), 1243-1257 (Abstract)
17.
Georges Dloussky, Karl Oeljeklaus, Matei Toma
Surfaces
de la classe VII admettant un champ de vecteurs, II
Comment. Math. Helv. 76 (2001), 640-664
(Abstract)
16. Georges Dloussky, Karl Oeljeklaus, Matei Toma
Surfaces
de la classe VII admettant un champ de vecteurs
Comment.
Math.
Helv.
75
(2000),
255-270 (Abstract)
15. Matei Toma
A
short proof of a theorem of Camacho and Sad
Enseign.
Math.
45
(1999),
311-316
14. Matei Toma
Stable
bundles with small $c_2$ over 2-dimensional complex tori
Math.
Z.
232
(1999),
511-525
13.
Matei Toma
Stable
bundles with small second Chern classes on surfaces
ibidem,
Stuttgart, 2000
ISBN
3-89821-035-9
12. Paltin Ionescu, Matei Toma
On
very ample vector bundles on curves
Int.
J.
of
Math.
8
(1997),
633-643
11. Matei Toma
Stable
bundles on non-algebraic surfaces giving rise to compact moduli spaces
C. R.
Acad. Sci. Paris 323 (1996), 501-505
10. Matei Toma
Birational
models for varieties of Poncelet curves
Manuscripta
Math.
90
(1996),
105-119
- 9. Matei Toma
- Three-dimensional scrolls in P^6
- Arch.
Math.
65
(1995),
444-448 (Abstract)
-
- 8. Paltin Ionescu, Matei Toma
- Boundedness for some special families of embedded
manifolds
- Contemporary
Mathematics
162
(1994),
215-225 (Abstract)
-
- 7. Georg Schumacher, Matei Toma
- Moduli
of Kaehler Manifolds Equipped with Hermite-Einstein Vector Bundles
- Rev.
Roumaine
Math.
Pures
Appl.
38
(1993),
703-719 (Abstract)
- 6. Georg Schumacher, Matei Toma
- The
Petersson-Weil
metric
on
the
moduli
space
of Hermite-Einstein bundles
and its curvature
- Math.
Ann.
293(1992),
101-108
(Abstract)
5. Matei Toma
Holomorphic
vector bundles on non-algebraic surfaces
Dissertation,
Bayreuth
1992 (Abstract)
4. Matei Toma
On the existence of simple reducible vector
bundles on complex
surfaces of algebraic dimension zero
Publ.
RIMS,
Kyoto
Univ.
27
(1991),
533-550
3. Matei Toma
A class of holomorphic vector bundles
on two-dimensional
tori
Rev.
Roumaine
Math. Pures Appl. 36 (1991), 309-317 (Abstract)
2. Matei Toma
Une
classe
de
fibrés
vectoriels
holomorphes
sur
les
2-tores
complexes
C.
R.
Acad.
Sci.
Paris
311
(1990),
257--258
1. Matei Toma
A
class of non-algebraic threefolds
Ann.
Inst.
Fourier
Grenoble
39
(1989),
239-250 (Abstract)