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479 publications using GAP in the category "Combinatorics"

[AI15] Abdolghafourian, A. and Iranmanesh, M. A., Divisibility graph for symmetric and alternating groups, Comm. Algebra, 43 (7) (2015), 2852–2862.

[AIN17] Abdolghafourian, A., Iranmanesh, M. A., and Niemeyer, A. C., The divisibility graph of finite groups of Lie type, J. Pure Appl. Algebra, 221 (10) (2017), 2482–2493.

[AD+17] Abdollahi, A., Daoud, B., Farrokhi D. G. , M., and Guerboussa, Y., Groups of prime generalized exponent, Internat. J. Algebra Comput., 27 (7) (2017), 849–862.

[AH09] Abdollahi, A. and Hassanabadi, A. M., Non-cyclic graph associated with a group, J. Algebra Appl., 8 (2) (2009), 243–257.

[AJJ16] Abdollahi, A., Janbaz, S., and Jazaeri, M., Groups all of whose undirected Cayley graphs are determined by their spectra, J. Algebra Appl., 15 (9) (2016), 1650175, 15.

[AJ14] Abdollahi, A. and Jazaeri, M., Groups all of whose undirected Cayley graphs are integral, European J. Combin., 38 (2014), 102–109.

[ADJ17] Abdollahi, A., van Dam, E. R., and Jazaeri, M., Distance-regular Cayley graphs with least eigenvalue $-2$, Des. Codes Cryptogr., 84 (1-2) (2017), 73–85.

[AV09] Abdollahi, A. and Vatandoost, E., Which Cayley graphs are integral?, Electron. J. Combin., 16 (1) (2009), Research Paper 122, 17.

[AZ15] Abdollahi, A. and Zallaghi, M., Character sums for Cayley graphs, Comm. Algebra, 43 (12) (2015), 5159–5167.

[AZ10] Abdollahi, A. and Zarrin, M., Non-nilpotent graph of a group, Comm. Algebra, 38 (12) (2010), 4390–4403.

[AC+17] Abel, R. J. R., Combe, D., Nelson, A. M., and Palmer, W. D., Block designs signed over groups of order $2^n3^m$, Discrete Math., 340 (12) (2017), 2925–2940.

[AC+13] Abel, R. J. R., Combe, D., Nelson, A. M., and Palmer, W. D., GBRDs over supersolvable groups and solvable groups of order prime to 3, Des. Codes Cryptogr., 69 (2) (2013), 189–201.

[A04] AbuGhneim, O. A., On nonabelian McFarland difference sets, in Proceedings of the Thirty-Fifth Southeastern International Conference on Combinatorics, Graph Theory and Computing, Congr. Numer., 168 (2004), 159–175.

[AFK15] Afkhami, M., Farrokhi D. G. , M., and Khashyarmanesh, K., Planar, toroidal, and projective commuting and noncommuting graphs, Comm. Algebra, 43 (7) (2015), 2964–2970.

[AB04] Aguglia, A. and Bonisoli, A., On the non-existence of a projective plane of order 15 with an $A_4$-invariant oval, Discrete Math., 288 (1-3) (2004), 1–7.

[AG08] Aguglia, A. and Giuzzi, L., An algorithm for constructing some maximal arcs in $\rm PG(2,q^2)$, Results Math., 52 (1-2) (2008), 17–33.

[AG07] Aguglia, A. and Giuzzi, L., Orthogonal arrays from Hermitian varieties, Innov. Incidence Geom., 5 (2007), 129–144.

[AG10] Aguiló-Gost, F. and García-Sánchez, P. A., Factoring in embedding dimension three numerical semigroups, Electron. J. Combin., 17 (1) (2010), Research Paper 138, 21.

[AGL15] Aguiló-Gost, F., García-Sánchez, P. A., and Llena, D., On the number of $ßfL$-shapes in embedding dimension four numerical semigroups, Discrete Math., 338 (12) (2015), 2168–2178.

[AT14] Ahmadi, H. and Taeri, B., On the planarity of a graph related to the join of subgroups of a finite group, Bull. Iranian Math. Soc., 40 (6) (2014), 1413–1431.

[AM14] Akbari, M. and Moghaddamfar, A. R., The existence or nonexistence of non-commuting graphs with particular properties, J. Algebra Appl., 13 (1) (2014), 1350064, 11.

[AA+05] Albert, M. H., Aldred, R. E. L., Atkinson, M. D., Handley, C. C., Holton, D. A., and McCaughan, D. J., Sorting classes, Electron. J. Combin., 12 (2005), Research Paper 31, 25.

[AAB12] Albert, M. H., Atkinson, M. D., and Brignall, R., The enumeration of three pattern classes using monotone grid classes, Electron. J. Combin., 19 (3) (2012), Paper 20, 34.

[AL09] Albert, M. H. and Linton, S. A., Growing at a perfect speed, Combin. Probab. Comput., 18 (3) (2009), 301–308.

[ABC03] Alejandro, P. P., Bailey, R. A., and Cameron, P. J., Association schemes and permutation groups, Discrete Math., 266 (1-3) (2003), 47–67
(The 18th British Combinatorial Conference (Brighton, 2001)).

[AK16] Alekseeva, O. A. and Kondratʹev, A. S., Finite groups whose prime graphs are triangle-free. II, Tr. Inst. Mat. Mekh., 22 (1) (2016), 3–13.

[AB+00] Alexander, J., Balasubramanian, R., Martin, J., Monahan, K., Pollatsek, H., and Sen, A., Ruling out $(160,54,18)$ difference sets in some nonabelian groups, J. Combin. Des., 8 (4) (2000), 221–231.

[AS08] Ali, M. H. and Schaps, M., Lifting McKay graphs and relations to prime extensions, Rocky Mountain J. Math., 38 (2) (2008), 373–393.

[ABC17] Aljohani, M., Bamberg, J., and Cameron, P. J., Synchronization and separation in the Johnson schemes, Port. Math., 74 (3) (2017), 213–232.

[ABK15] Araújo, J., Bentz, W., and Konieczny, J., The commuting graph of the symmetric inverse semigroup, Israel J. Math., 207 (1) (2015), 103–149.

[AB+15] Araújo, J., Bentz, W., Mitchell, J. D., and Schneider, C., The rank of the semigroup of transformations stabilising a partition of a finite set, Math. Proc. Cambridge Philos. Soc., 159 (2) (2015), 339–353.

[ACS17] Araújo, J., Cameron, P. J., and Steinberg, B., Between primitive and 2-transitive: synchronization and its friends, EMS Surv. Math. Sci., 4 (2) (2017), 101–184.

[AKK11] Araújo, J., Kinyon, M., and Konieczny, J., Minimal paths in the commuting graphs of semigroups, European J. Combin., 32 (2) (2011), 178–197.

[A03] Araya, M., More mutually disjoint Steiner systems $S(5,8,24)$, J. Combin. Theory Ser. A, 102 (1) (2003), 201–203.

[AHK04] Araya, M., Harada, M., and Kharaghani, H., Some Hadamard matrices of order 32 and their binary codes, J. Combin. Des., 12 (2) (2004), 142–146.

[AB16] Arquette, D. M. and Bulutoglu, D. A., The linear programming relaxation permutation symmetry group of an orthogonal array defining integer linear program, LMS J. Comput. Math., 19 (1) (2016), 206–216.

[CR11] Ó Catháin, P. and Röder, M., The cocyclic Hadamard matrices of order less than 40, Des. Codes Cryptogr., 58 (1) (2011), 73–88.

[X02] Östergård, P. R. J., Classifying subspaces of Hamming spaces, Des. Codes Cryptogr., 27 (3) (2002), 297–305.

[BCC08] Bailey, R. A., Cameron, P. J., and Connelly, R., Sudoku, gerechte designs, resolutions, affine space, spreads, reguli, and Hamming codes, Amer. Math. Monthly, 115 (5) (2008), 383–404.

[BC+06] Bailey, R. A., Cameron, P. J., Dobcsányi, P., Morgan, J. P., and Soicher, L. H., Designs on the web, Discrete Math., 306 (23) (2006), 3014–3027.

[B15] Bailey, R. F., The metric dimension of small distance-regular and strongly regular graphs, Australas. J. Combin., 62 (2015), 18–34.

[B06] Bailey, R. F., Uncoverings-by-bases for base-transitive permutation groups, Des. Codes Cryptogr., 41 (2) (2006), 153–176.

[BC+13] Bailey, R. F., Cáceres, J., Garijo, D., González, A., Márquez, A., Meagher, K., and Puertas, M. L., Resolving sets for Johnson and Kneser graphs, European J. Combin., 34 (4) (2013), 736–751.

[BD07] Bailey, R. F. and Dixon, J. P., Distance enumerators for permutation groups, Comm. Algebra, 35 (10) (2007), 3045–3051.

[BP12] Bailey, R. F. and Prellberg, T., Decoding generalised hyperoctahahedral groups and asymptotic analysis of correctible error patterns, Contrib. Discrete Math., 7 (1) (2012), 1–14.

[BS10] Bailey, R. F. and Stevens, B., Hamiltonian decompositions of complete $k$-uniform hypergraphs, Discrete Math., 310 (22) (2010), 3088–3095.

[BR15] Ballantyne, J. and Rowley, P., Local fusion graphs and sporadic simple groups, Electron. J. Combin., 22 (3) (2015), Paper 3.18, 13.

[BD+15] Bamberg, J., Devillers, A., Fawcett, J. B., and Praeger, C. E., Locally triangular graphs and rectagraphs with symmetry, J. Combin. Theory Ser. A, 133 (2015), 1–28.

[BGS15] Bamberg, J., Glasby, S. P., and Swartz, E., AS-configurations and skew-translation generalised quadrangles, J. Algebra, 421 (2015), 311–330.

[BC12] Barakat, M. and Cuntz, M., Coxeter and crystallographic arrangements are inductively free, Adv. Math., 229 (1) (2012), 691–709.

[BB+07] Bates, C., Bundy, D., Hart, S., and Rowley, P., Commuting involution graphs for sporadic simple groups, J. Algebra, 316 (2) (2007), 849–868.

[BH+09] Baumeister, B., Haase, C., Nill, B., and Paffenholz, A., On permutation polytopes, Adv. Math., 222 (2) (2009), 431–452.

[B05] Becker, P. E., Investigation of solvable (120, 35, 10) difference sets, J. Combin. Des., 13 (2) (2005), 79–107.

[BKK07] Beidar, K. I., Ke, W., and Kiechle, H., Automorphisms of certain design groups. II, J. Algebra, 313 (2) (2007), 672–686.

[B15] Belousov, I. N., On automorphisms of a distance-regular graph with intersection array $\39, 36, 1; 1, 2, 39\$, Tr. Inst. Mat. Mekh., 21 (3) (2015), 54–62.

[BFM16] Beltrán, A., Felipe, M. J., and Melchor, C., Normal subgroups whose conjugacy class graph has diameter three, Bull. Aust. Math. Soc., 94 (2) (2016), 266–272.

[BFM15] Beltrán, A., Felipe, M. J., and Melchor, C., Graphs associated to conjugacy classes of normal subgroups in finite groups, J. Algebra, 443 (2015), 335–348.

[BM05] Benini, A. and Morini, F., Partially balanced incomplete block designs from weakly divisible nearrings, Discrete Math., 301 (1) (2005), 34–45.

[BF+97] Berenbom, J., Fendel, J., Gilbert, G. T., and Hatcher, R. L., Sliding piece puzzles with oriented tiles, Discrete Math., 175 (1-3) (1997), 23–33.

[BM+15] Berman, L. W., Monson, B., Oliveros, D., and Williams, G. I., The monodromy group of a truncated simplex, J. Algebraic Combin., 42 (3) (2015), 745–761.

[BD+09] Betten, A., Delandtsheer, A., Law, M., Niemeyer, A. C., Praeger, C. E., and Zhou, S., Finite line-transitive linear spaces: theory and search strategies, Acta Math. Sin. (Engl. Ser.), 25 (9) (2009), 1399–1436.

[BS08] Bhattacharya, C. and Smith, K. W., Factoring $(16,6,2)$ Hadamard difference sets, Electron. J. Combin., 15 (1) (2008), Research Paper 112, 16.

[BM17] Biliotti, M. and Montinaro, A., On flag-transitive symmetric designs of affine type, J. Combin. Des., 25 (2) (2017), 85–97.

[BTW06] Billera, L. J., Thomas, H., and van Willigenburg, S., Decomposable compositions, symmetric quasisymmetric functions and equality of ribbon Schur functions, Adv. Math., 204 (1) (2006), 204–240.

[BD16] Bishnoi, A. and De Bruyn, B., On semi-finite hexagons of order $(2,t)$ containing a subhexagon, Ann. Comb., 20 (3) (2016), 433–452.

[BD17] Bishnoi, A. and De Bruyn, B., Characterizations of the Suzuki tower near polygons, Des. Codes Cryptogr., 84 (1-2) (2017), 115–133.

[BD17] Bishnoi, A. and De Bruyn, B., On generalized hexagons of order $(3,t)$ and $(4,t)$ containing a subhexagon, European J. Combin., 62 (2017), 115–123.

[BD16] Bishnoi, A. and De Bruyn, B., A new near octagon and the Suzuki tower, Electron. J. Combin., 23 (2) (2016), Paper 2.35, 24.

[BI17] Bishnoi, A. and Ihringer, F., The non-existence of distance-2 ovoids in $ßfH(4)^D$, Contrib. Discrete Math., 12 (1) (2017), 157–161.

[BGP11] Blanco, V., García-Sánchez, P. A., and Puerto, J., Counting numerical semigroups with short generating functions, Internat. J. Algebra Comput., 21 (7) (2011), 1217–1235.

[B10] Bogaerts, M., New upper bounds for the size of permutation codes via linear programming, Electron. J. Combin., 17 (1) (2010), Research Paper 135, 9.

[BG+96] Bokowski, J., Guedes de Oliviera, A., Thiemann, U., and Veloso da Costa, A., On the cube problem of Las Vergnas, Geom. Dedicata, 63 (1) (1996), 25–43.

[BB14] Bonisoli, A. and Bonvicini, S., On the existence spectrum for sharply transitive $G$-designs, $G$ a $[k]$-matching, Discrete Math., 332 (2014), 60–68.

[BL02] Bonisoli, A. and Labbate, D., One-factorizations of complete graphs with vertex-regular automorphism groups, J. Combin. Des., 10 (1) (2002), 1–16.

[BR03] Bonisoli, A. and Rinaldi, G., Primitive collineation groups of ovals with a fixed point, European J. Combin., 24 (7) (2003), 797–807.

[B08] Bonvicini, S., Frattini-based starters in 2-groups, Discrete Math., 308 (2-3) (2008), 380–381.

[BR10] Bonvicini, S. and Ruini, B., Symmetric bowtie decompositions of the complete graph, Electron. J. Combin., 17 (1) (2010), Research Paper 101, 19.

[BD+09] Boyd, S., Diaconis, P., Parrilo, P., and Xiao, L., Fastest mixing Markov chain on graphs with symmetries, SIAM J. Optim., 20 (2) (2009), 792–819.

[B10] Braić, S., Primitive symmetric designs with at most 255 points, Glas. Mat. Ser. III, 45(65) (2) (2010), 291–305.

[BG+11] Braić, S., Golemac, A., Mandić, J., and Vučičić, T., Primitive symmetric designs with up to 2500 points, J. Combin. Des., 19 (6) (2011), 463–474.

[BG+10] Braić, S., Golemac, A., Mandić, J., and Vučičić, T., Primitive symmetric designs with prime power number of points, J. Combin. Des., 18 (2) (2010), 141–154.

[BG+10] Braić, S., Golemac, A., Mandić, J., and Vučičić, T., Graphs and symmetric designs corresponding to difference sets in groups of order 96, Glas. Mat. Ser. III, 45(65) (1) (2010), 1–14.

[BMV15] Braić, S., Mandić, J., and Vučičić, T., Primitive block designs with automorphism group $\rm PSL(2,q)$, Glas. Mat. Ser. III, 50(70) (1) (2015), 1–15.

[BPR00] Bray, J., Parker, C., and Rowley, P., Cayley type graphs and cubic graphs of large girth, Discrete Math., 214 (1-3) (2000), 113–121.

[BCD15] Breda d'Azevedo, A., Catalano, D. A., and Duarte, R., Regular pseudo-oriented maps and hypermaps of low genus, Discrete Math., 338 (6) (2015), 895–921.

[BC+17] Breda d'Azevedo, A., Catalano, D. A., Karabáš, J., and Nedela, R., Quadrangle groups inclusions, Beitr. Algebra Geom., 58 (2) (2017), 369–394.

[BD07] Breda d'Azevedo, A. and Duarte, R., Bipartite-uniform hypermaps on the sphere, Electron. J. Combin., 14 (1) (2007), Research Paper 5, 20.

[BJ09] Breda D'Azevedo, A. and Jones, G. A., Totally chiral maps and hypermaps of small genus, J. Algebra, 322 (11) (2009), 3971–3996.

[BF11] Bretto, A. and Faisant, A., Cayley graphs and $G$-graphs: some applications, J. Symbolic Comput., 46 (12) (2011), 1403–1412.

[BFG07] Bretto, A., Faisant, A., and Gillibert, L., $G$-graphs: a new representation of groups, J. Symbolic Comput., 42 (5) (2007), 549–560.

[BG+10] Breuer, T., Guralnick, R. M., Lucchini, A., Maróti, A., and Nagy, G. P., Hamiltonian cycles in the generating graphs of finite groups, Bull. Lond. Math. Soc., 42 (4) (2010), 621–633.

[BR05] Britz, T. and Rutherford, C. G., Covering radii are not matroid invariants, Discrete Math., 296 (1) (2005), 117–120.

[BQ+04] Brooksbank, P., Qin, H., Robertson, E., and Seress, Á., On Dowling geometries of infinite groups, J. Combin. Theory Ser. A, 108 (1) (2004), 155–158.

[BKK03] Brouwer, A. E., Koolen, J. H., and Klin, M. H., A root graph that is locally the line graph of the Petersen graph, Discrete Math., 264 (1-3) (2003), 13–24
(The 2000 $\rmCom^2MaC$ Conference on Association Schemes, Codes and Designs (Pohang)).

[BKR98] Brouwer, A. E., Koolen, J. H., and Riebeek, R. J., A new distance-regular graph associated to the Mathieu group $M_10$, J. Algebraic Combin., 8 (2) (1998), 153–156.

[BH10] Brunk, F. and Huczynska, S., Some Erdős-Ko-Rado theorems for injections, European J. Combin., 31 (3) (2010), 839–860.

[BR18] Bulutoglu, D. A. and Ryan, K. J., Integer programming for classifying orthogonal arrays, Australas. J. Combin., 70 (2018), 362–385.

[CCS07] Cameron, P., Cilleruelo, J., and Serra, O., On monochromatic solutions of equations in groups, Rev. Mat. Iberoam., 23 (1) (2007), 385–395.

[CPS06] Cameron, P., Prellberg, T., and Stark, D., Asymptotics for incidence matrix classes, Electron. J. Combin., 13 (1) (2006), Research Paper 85, 19.

[C13] Cameron, P. J., Dixon's theorem and random synchronization, Discrete Math., 313 (11) (2013), 1233–1236.

[C03] Cameron, P. J., Coherent configurations, association schemes and permutation groups, in Groups, combinatorics \& geometry (Durham, 2001), World Sci. Publ., River Edge, NJ (2003), 55–71.

[C05] Cameron, P. J., Partitions and permutations, Discrete Math., 291 (1-3) (2005), 45–54.

[C09] Cameron, P. J., Root systems and optimal block designs, Michigan Math. J., 58 (1) (2009), 181–194.

[CG+17] Cameron, P. J., Gadouleau, M., Mitchell, J. D., and Peresse, Y., Chains of subsemigroups, Israel J. Math., 220 (1) (2017), 479–508.

[CG11] Cameron, P. J. and Ghosh, S., The power graph of a finite group, Discrete Math., 311 (13) (2011), 1220–1222.

[CK08] Cameron, P. J. and Kazanidis, P. A., Cores of symmetric graphs, J. Aust. Math. Soc., 85 (2) (2008), 145–154.

[CK03] Cameron, P. J. and Ku, C. Y., Intersecting families of permutations, European J. Combin., 24 (7) (2003), 881–890.

[CM17] Cameron, P. J. and Morgan, K., Algebraic properties of chromatic roots, Electron. J. Combin., 24 (1) (2017), Paper 1.21, 14.

[CP16] Cameron, P. J. and Praeger, C. E., Constructing flag-transitive, point-imprimitive designs, J. Algebraic Combin., 43 (4) (2016), 755–769.

[CR07] Cameron, P. J. and Rudvalis, A., A design and a geometry for the group $\rm Fi_22$, Des. Codes Cryptogr., 44 (1-3) (2007), 11–14.

[CS07] Cameron, P. J. and Soicher, L. H., Block intersection polynomials, Bull. Lond. Math. Soc., 39 (4) (2007), 559–564.

[CS15] Cameron, P. J. and Spiga, P., Most switching classes with primitive automorphism groups contain graphs with trivial groups, Australas. J. Combin., 62 (2015), 76–90.

[CW05] Cameron, P. J. and Wanless, I. M., Covering radius for sets of permutations, Discrete Math., 293 (1-3) (2005), 91–109.

[CRV14] Cara, P., Rottey, S., and Van de Voorde, G., A construction for infinite families of semisymmetric graphs revealing their full automorphism group, J. Algebraic Combin., 39 (4) (2014), 967–988.

[CRV14] Cara, P., Rottey, S., and Van de Voorde, G., The isomorphism problem for linear representations and their graphs, Adv. Geom., 14 (2) (2014), 353–367.

[CM08] Carlip, W. and Mincheva, M., Symmetry of iteration graphs, Czechoslovak Math. J., 58(133) (1) (2008), 131–145.

[CM07] Carlip, W. and Mincheva, M., Component growth of iteration graphs under the squaring map modulo $p^k$, Fibonacci Quart., 45 (3) (2007), 239–246 (2008).

[CC+11] Catalano, D. A., Conder, M. D. E., Du, S. F., Kwon, Y. S., Nedela, R., and Wilson, S., Classification of regular embeddings of $n$-dimensional cubes, J. Algebraic Combin., 33 (2) (2011), 215–238.

[CS17] Catalano, D. A. and Sarti, C., Fano plane's embeddings on compact orientable surfaces, Beitr. Algebra Geom., 58 (4) (2017), 635–653.

[CRB02] Charnes, C., Rötteler, M., and Beth, T., Homogeneous bent functions, invariants, and designs, Des. Codes Cryptogr., 26 (1-3) (2002), 139–154
(In honour of Ronald C. Mullin).

[CLL17] Chen, B., Lin, L., and Ling, S., External difference families from finite fields, J. Combin. Des., 25 (1) (2017), 36–48.

[CP17] Chen, G. and Ponomarenko, I., Coherent configurations associated with TI-subgroups, J. Algebra, 488 (2017), 201–229.

[CT05] Chen, W. Y. -. and Torney, D. C., Equivalence classes of matchings and lattice-square designs, Discrete Appl. Math., 145 (3) (2005), 349–357.

[CH06] Chesnokov, A. A. and Haemers, W. H., Regularity and the generalized adjacency spectra of graphs, Linear Algebra Appl., 416 (2-3) (2006), 1033–1037.

[CCG05] Cohen, A. M., Cuypers, H., and Gramlich, R., Local recognition of non-incident point-hyperplane graphs, Combinatorica, 25 (3) (2005), 271–296.

[CMS99] Cohen, A. M., Magaard, K., and Shpectorov, S., Affine distance-transitive graphs: the cross characteristic case, European J. Combin., 20 (5) (1999), 351–373.

[CG+18] Conaway, R., Gotti, F., Horton, J., O'Neill, C., Pelayo, R., Pracht, M., and Wissman, B., Minimal presentations of shifted numerical monoids, Internat. J. Algebra Comput., 28 (1) (2018), 53–68.

[C94] Conder, M., Regular maps with small parameters, J. Austral. Math. Soc. Ser. A, 57 (1) (1994), 103–112.

[C93] Conder, M., Hexagon-free subgraphs of hypercubes, J. Graph Theory, 17 (4) (1993), 477–479.

[CEJ10] Conder, M., Exoo, G., and Jajcay, R., On the limitations of the use of solvable groups in Cayley graph cage constructions, European J. Combin., 31 (7) (2010), 1819–1828.

[CT11] Conder, M. and Tucker, T., Motion and distinguishing number two, Ars Math. Contemp., 4 (1) (2011), 63–72.

[CJ+13] Conder, M. D. E., Jones, G. A., Streit, M., and Wolfart, J., Galois actions on regular dessins of small genera, Rev. Mat. Iberoam., 29 (1) (2013), 163–181.

[CW98] Conder, M. D. E. and Walker, C. G., The infinitude of $7$-arc-transitive graphs, J. Algebra, 208 (2) (1998), 619–629.

[CH03] Crnković, D. and Held, D., Some Menon designs having $U(3,3)$ as an automorphism group, Illinois J. Math., 47 (1-2) (2003), 129–139
(Special issue in honor of Reinhold Baer (1902–1979)).

[CM11] Crnković, D. and Mikulić Crnković, V., On some combinatorial structures constructed from the groups $L(3,5), U(5,2)$, and $S(6,2)$, Int. J. Comb. (2011), Art. ID 137356, 12.

[CM13] Crnković, D. and Mikulić, V., Unitals, projective planes and other combinatorial structures constructed from the unitary groups $U(3,q)$, $q=3,4,5,7$, Ars Combin., 110 (2013), 3–13.

[CMR10] Crnković, D., Mikulić, V., and Rodrigues, B. G., Some strongly regular graphs and self-orthogonal codes from the unitary group $\rm U_4(3)$, Glas. Mat. Ser. III, 45(65) (2) (2010), 307–323.

[CR13] Crnković, D. and Rodrigues, B. G., Self-orthogonal codes from some Bush-type Hadamard matrices, Quaest. Math., 36 (3) (2013), 341–352.

[CRS06] Crnković, D., Rukavina, S., and Schmidt, M., A classification of all symmetric block designs of order nine with an automorphism of order six, J. Combin. Des., 14 (4) (2006), 301–312.

[CL06] Csorba, P. and Lutz, F. H., Graph coloring manifolds, in Algebraic and geometric combinatorics, Amer. Math. Soc., Providence, RI, Contemp. Math., 423 (2006), 51–69.

[CP14] Cunningham, G. and Pellicer, D., Chiral extensions of chiral polytopes, Discrete Math., 330 (2014), 51–60.

[C01] Curtin, E., Cubic Cayley graphs with small diameter, Discrete Math. Theor. Comput. Sci., 4 (2) (2001), 123–131.

[D06] Darafsheh, M. R., Designs from the group $\rm PSL_2(q)$, $q$ even, Des. Codes Cryptogr., 39 (3) (2006), 311–316.

[DAK08] Darafsheh, M. R., Ashrafi, A. R., and Khademi, M., Some designs related to group actions, Ars Combin., 86 (2008), 65–75.

[DM11] Darafsheh, M. R. and Monfared, M. D., Characterization of $\Bbb A_16$ by a noncommuting graph, Ukrainian Math. J., 62 (11) (2011), 1673–1679.

[DJS11] D'Azevedo, A. B., Jones, G. A., and Schulte, E., Constructions of chiral polytopes of small rank, Canad. J. Math., 63 (6) (2011), 1254–1283.

[DG+09] De Beule, J., Govaerts, P., Hallez, A., and Storme, L., Tight sets, weighted $m$-covers, weighted $m$-ovoids, and minihypers, Des. Codes Cryptogr., 50 (2) (2009), 187–201.

[DH+16] De Beule, J., Héger, T., Szőnyi, T., and Van de Voorde, G., Blocking and double blocking sets in finite planes, Electron. J. Combin., 23 (2) (2016), Paper 2.5, 21.

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