Publications
1. H. Önsiper,
Rigidified Picard functor and extensions of abelian schemes,
Arch. Math. 49
(1987), 503-507.
2. H. Önsiper,
Generalized Albanese varieties for surfaces,
Bull. Amer. Math.
Soc. 17 (1987), 331-332.
3. H. Önsiper, On generalized albanese varieties for surfaces,
Math. Proc. Camb.
Phil. Soc. 104 (1988), 1 - 6.
(Corrigendum : Math. Proc. Camb. Phil. Soc. 107
(1990), 415 - 416).
4. H. Önsiper,
Generalized albanese varieties for surfaces in characteristic p > 0,
Duke Math. J. 59
(1989), 359 - 364.
5. H. Önsiper, On the structure of generalized albanese varieties,
Math. Proc. Camb.
Phil. Soc. 111 (1992), 267 - 272.
6. H. Önsiper, On glueing curves on surfaces and zero cycles,
Rend. Math. Acc. Lincei s.9, v.5 (1994), 5 - 9.
7. H. Önsiper, A note on degenerations of fibered surfaces,
Indag. Math., N.S.,
8(1) (1997), 115 - 118.
8. H. Önsiper, S. Sertöz,
On degenerations of fiber spaces of curves of genus
$\ge 2$,
Arch. Math. 69
(1997), 350 - 352.
9. H. Önsiper, S. Sertöz,
Generalized Shioda - Inose structures on K3 surfaces,
Manus. Math. 98 (1999), 491 - 495.
10. H. Önsiper, On the moduli spaces of fiber bundles of curves of genus
$\ge 2$,
Arch. Math. 75
(2000), 346 - 348.
11. Z. Cinkir, H. Önsiper, On symplectic quotients of K3 surfaces,
Indag. Math. 11 (4) (2000), 533 - 538.
12. H. Önsiper, C. Tekinel, On the moduli of surfaces admitting genus two fibrations,
Arch. Math. 79
(2002), 529 – 533.
Announcements
1. H. Önsiper, On representability of idele class groups of surfaces,
Doga - T. J. of
Math. 14 (1990), 125 - 127.
2. H. Önsiper, S. Sertöz, On generalized Shioda - Inose structures,
Doga - T. J. of
Math. 23 no. 4 (1999), 575 - 578.
Presentations
1. On zero cycles on surfaces, Central Section Meeting of AMS, Layola U., Chicago,
USA, 17 - 20 May 1989.
2. On zeta functions of some surfaces with Kodaira dimension
0, International
Workshop On Number Theory, 2 - 5 July 1997, M.E.T.U., Ankara, Turkey.
Preprints
1. Ö. Kişisel,
H. Önsiper, Hurwitz schemes and moduli of surfaces
admitting
genus
two fibrations .dvi .pdf