Šime Ungar
Znanstveni radovi
- S. Mardešić, Š. Ungar. The relative Hurewicz theorem in shape theory, Glasnik Matematički, 9(29)(1974), 317–327.
- Š. Ungar. The Freudenthal suspension theorem in shape theory, Bull. Acad. Polon. Sci. Sér. Sci. Math. Astr. Phys., 24(1976), 275–280.
- Š. Ungar, n-Connectedness of inverse systems and applications to shape theory, Glasnik Matematički, 13(33)(1978), 371–396.
- Š. Ungar. Van Kampen theorem for fundamental pro-groups, Bull. Acad. Polon. Sci. Sér. Sci. Math. Astr. Phys., 27(1979), 171–181.
- Š. Ungar. On local homotopy and homology pro-groups, Glasnik Matematički, 14(34)(1979), 151–158.
- Š. Ungar. Shape bundles, Topology and Appl., 12(1981), 89–99.
- Š. Ungar. A remark on shape paths and homotopy pro-groups, General Topology and its relations to Modern Analysis and Algebra V, Proc. Fifth Prague Topol. Symp. 1981, J. Novak(ed.), Heldermann Verlag, Berlin, 1982, pp. 642–647.
- Š. Ungar. A remark on the composition of cell-like maps, Glasnik Matematički, 22(42)(1987), 459–461.
- Š. Ungar. On a homotopy lifting property for inverse sequences, Berichte der Mathematisch-Statistischen Section in der Forschungsgesellschaft Joanneum, Bericht Nr. 282(1987), 1–11.
- R. Scitovski, Š. Ungar, D. Jukić, M. Crnjac. Moving total least squares for parameter identification in mathematical model, Operations Research Proceedings 1995 (Symposium on Operations Research, Passau, 13.–15. 9. 1995), Springer-Verlag, 1996, pp. 196–201.
- R. Scitovski, Š. Ungar, D. Jukić. Approximating surfaces by moving total least squares method, Applied Mathematics and Computation, 93(1998), 219–232.
- I. Herburt, Š. Ungar. Rigid sets of dimension n-1 in Rn, Geometriae Dedicata, 76(1999), 331–339.
- D. Jukić, R. Scitovski, Š. Ungar. The best total least squares line in R3, Proceedings of the 7th International Conference on Operational Research, (1998), (I. Aganović et all., Eds.), HDOI, Osijek, 1999, 311–316.
- Š. Ungar. Unutarnja geometrija i kruti skupovi, Zbornik predavanja, Podružnica Hrvatskog matematičkog društva u Splitu, Split, 1999, str. 50–55.
- Š. Ungar. The Koch Curve: A Geometric Proof, American Mathemathical Monthly, 114(2007), No. 1, 60–65.
- Š. Ungar. Partitions of sets and the Riemann integral, Mathematical Communications, 11(2006), 55–61.
- J. Pečarić, Š. Ungar. On an inequality of Ostrowski type, Journal of Inequalities in Pure and Applied Mathematics, Vol. 7(4), Article 151, 2006, 1–5.
- J. Pečarić, Š. Ungar. On an inequality of Grüss type, Mathematical Communications, 11(2006), No. 2, 137–141.
- M. Matić, Š. Ungar. More on the two-point Ostrowski inequality, Journal of Mathematical Inequalities, 3(2009), No. 3, 417–426.
- J. Pečarić, Š. Ungar. On the two-point Ostrowski inequality, Mathematical Inequalities & Applications, 13(2010), No. 2, 339–347.
Sveučilišni udžbenici
- Š. Ungar. Matematička analiza 3, PMF-Matematički odjel, Zagreb, 1992. i 1994. (2. dopunjeno izdanje), str. iv+189.
- Š. Ungar. Ne baš tako kratak uvod u LATEX, s naglaskom na LATEX2ε, Sveučilište J. J. Strossmayera u Osijeku, Osijek, 2002, str. xii+107.
- Š. Ungar. Matematička analiza u Rn, Sveučilište u Zagrebu, Golden marketing-Tehnička knjiga, Zagreb, 2005, str. xii+314.
Prijevodi
- P. J. Davis, R. Hersh, E. A. Marchisotto. Doživljaj matematike, Golden marketing-Tehnička knjiga, Zagreb, 2004, str. xix+456. (prijevod Z. i Š. Ungar), (original: The Mathematical Experience. With an introduction by Gian-Carlo Rota. Study Edition, Birkhäuser, Boston 2002.)
Ostale publikacije
- Š. Ungar: E. P. Klement, Elementare Topologie. Mit Anwendungen, Rudolf Trauner, Linz, 1982. (book review), Mathematical Reviews 85e:54001.
- Š. Ungar: H. Horst, Einführung in die Topologie, Helderman Verlag, Berlin, 1986 (book review), Mathematical Reviews 87k:54001.
- Š. Ungar: D. Adnađević, Topologija, (prikaz knjige) Glasnik Matematički 17(37) (1982), No. 1, 223–224.
- Š. Ungar. Indeks krivulje i neke primjene u topologiji i geometriji, Matematika, 1(1985), 21–34.
- Š. Ungar. Slutnja koja je postala teorem, Matematičko-fizički list, 61(2010), br. 1, 20–23.