**Refereed Articles:**

M. Mixer, E. Schulte and A. Ivić Weiss, “Hereditary polytopes”, Fields Communications Series 70 (2014), Springer New York, pp. 279-302.

I. Hubard, M. Mixer, D. Pellicer and A. Ivić Weiss, “Cubic tessellations of the didicosm”, Advances in Geometry Vol. 14 (2) (2014), pp. 299-318.

I. Hubard, A. Orbanić, D. Pellicer and A. Ivić Weiss, “Symmetries of equivelar 4-toroids”, Discrete Comput Geometry (2012) 48, pp. 1110-1136.

T. Pisanski, E. Schulte and A. Ivić Weiss, “On the size of equifacetted semi-regular polytopes”, Glasnik Matematički, Vol. 47 (67) (2012), pp. 421-430.

D. Pellicer and A. Ivić Weiss, “Uniform maps on surfaces of non-negative Euler characteristic”, Symmetry: Culture and Science (special issue on Tessellations) 22, Nos. 1-2 (2011), 159-196.

A. Orbanić, D. Pellicer and A. Ivić Weiss, “Map operations and k-orbit maps”, Journal of Combinatorial Theory A117 (4) (2010), pp. 411-429.

D. Pellicer and A. Ivić Weiss, “Generalized CPR-graphs and applications”, Contributions to Discrete Mathematics 5 (2) (2010),pp. 76-105.

D. Pellicer and A. Ivić Weiss, “Combinatorial structure of Schulte’s chiral polyhedra”, Discrete & Computational Geometry 44, Issue 1 (2010), 167-194.

I. Hubard, A. Orbanić and A. Ivić Weiss, “ Monodromy groups and self-invariance”, Canadian Journal of Mathematics 61 (2009), pp. 1300-1324.

B. Monson and A. Ivić Weiss, “Cayley graphs and symmetric 4-polytopes”, Ars Mathematica Contemporanea 1 (2008), pp. 185-205.

B. Monson, T. Pisanski, E. Schulte and A. Ivić Weiss, “Semisymmetric graphs from polytopes”, Journal of Combinatorial Theory A 114 (2007), pp. 421-435.

B. Monson and A. Ivić Weiss, “Medial layer graphs of equivelar 4-polytopes”, European Journal of Combinatorics 28 (2007), pp. 43-60.

T. Bisztriczky, E. Schulte and A. Ivić Weiss, ”Convex and abstract polytopes”, Periodica Mathematica Hungarica 53 (2006), pp. 5-13.

E. Schulte and A. Ivić Weiss, “Problems on polytopes, their groups, and realizations”, Periodica Mathematica Hungarica 53 (2006), pp. 231-255.

I. Hubard, E. Schulte and A. Ivić Weiss, “Petrie-Coxeter maps revisited”, Contributions to Algebra and Geometry 47 (2006), pp. 329-343.

B. Monson and A. Ivić Weiss, “Polytopes, honeycombs, groups and graphs”, The Coxeter Legacy -Reflections and Projections (eds. C. Davis and E. Ellers), Fields Institute Communications, American Mathematical Society, Providence, 46 (2005), pp. 107-120.

I. Hubard and A. Ivić Weiss, “Self-duality of chiral polytopes”, Journal of Combinatorial Theory, Series A 111 (2005), pp. 128-136.

A. Ivić Weiss, “Tessellations and related modular groups”, European Women in Mathematics, Proceedings of the 10th General meeting, World Scientific Publishing Co. (2003), pp. 209-219.

B. Monson and A. Ivić Weiss, “Realizations of regular toroidal maps of type {4, 4}”, Discrete and Computational Geometry 24 (2000), pp. 453-466.

N. Johnson and A. Ivić Weiss, “Quadratic integers and Coxeter groups”, Canadian Journal of Mathematics 51 (1999), pp. 1240-1257.

B. Monson and A. Ivić Weiss, “Realizations of regular toroidal maps”, Canadian Journal of Mathematics 51 (1999) pp. 1307-1336.

N. Johnson and A. Ivić Weiss, “Quaternionic modular groups”, Linear Algebra and Its Applications 295 (1999), pp. 159-189.

B. Monson and A. Ivić Weiss, “Eisenstein integers and related C-groups”, Geometriae Dedicata 66 (1997), pp. 99-117.

E. Schulte and A. Ivić Weiss, “On prismatic tiles”, Acta Mathematica Hungarica 76 (1-2) (1997), pp. 101-107.

E. Schulte and A. Ivić Weiss, “Free extensions of chiral polytopes”, Canadian Journal of Mathematics 47 (3) (1995), pp. 641-654.

B. Monson and A. Ivić Weiss, “Polytopes related to the Picard group”, Linear Algebra and Its Applications 218 (1995), pp. 185-204.

E. Schulte and A. Ivić Weiss, “Chirality and projective linear groups”, Discrete Mathematics 131 (1994), pp. 221-261.

P. McMullen, B. Monson and A. Ivić Weiss, “Regular maps constructed from linear groups”, European Journal of Combinatorics 14 (1993), pp. 541-552.

B. Nostrand, E. Schulte and A. Ivić Weiss, “Constructions of chiral polytopes”, Congressus Numerantium 97 (1993),

E. Schulte and A. Ivić Weiss, “Chiral polytopes”, Applied Geometry and Discrete Mathematics the “*Victo*r *Kle*e *Festschrift*”, DIMACS Series in Discrete Mathematics and Theoretical Computer Science Volume 4, P. Gritzmann and B. Sturmfels, eds. Amer. Math. Soc. (1991) pp. 493-516.

B. Monson and A. Ivić Weiss, “Regular 4-polytopes related to general orthogonal groups”, Mathematika 37 (1990), pp. 106-118.

A. Ivić Weiss, “Some infinite families of finite incidence-polytopes”, J. Combinatorial Theory -Series A 55 (1990), pp. 60-73.

A. Ivić Weiss, “Incidence-polytopes with toroidal cells”, Discrete and Computational Geometry 4 (1989), pp. 55-73.

A. Ivić Weiss, “A four dimensional projection of the polytope 221”, C.R. Math. Rep. Acad. Sci. 6 (1986), pp. 405-410.

A. Ivić Weiss, “Incidence-polytopes of type {6, 3, 3}”, Geometriae Dedicata 20 (1986), pp. 147-155.

H.S.M. Coxeter and A. Ivić Weiss, “Twisted honeycombs {3, 5, 3}_{t} and their groups”, Geometriae Dedicata 17 (1984), pp. 169-179.

C.J. Colbourn and A. Ivić Weiss, “A census of regular 3-polystroma arising from honeycombs”, Discrete Math. 50 (1984), pp. 29-36.

A. Ivić Weiss, “An infinite graph of girth 12”, Transactions of the Amer. Math. Soc. 283 (1984), pp. 575-588.

A. Ivić Weiss and Z. Lucić, “Regular polyhedra in hyperbolic three-space”, Mitteilungen Math. Sem. Univ. Gissen 165 (1984), pp. 237-252.

A. Ivić Weiss, “Twisted honeycombs {3, 5, 3}_{t}”, C.R. Math. Rep. Acad. Sci. 5 (1983), pp. 211-215.

A. Ivić Weiss, “On isoclinal sequences of spheres”, Proceedings of the Amer. Math. Soc. 88 (1983), pp. 665-671.

A. Ivić Weiss, “On trivalent graphs embedded in twisted honeycombs”, Ann. Discrete Math. 18 (1983), pp. 781-788.

A. Ivić Weiss, “On Coxeter’s loxodromic sequences of tangent spheres” in *Th*e *Geometri*c *Vein*, C. Davis, B. Grünbaum and F.A. Sherk, eds. Springer-Verlag, New York (1982), pp. 243-250.