Spyros Magliveras
Affiliations: | The University of Nebraska - Lincoln, Lincoln, NE |
Area:
Computer Science, MathematicsGoogle:
"Spyros Magliveras"Children
Sign in to add trainee| Charles A. Cusack | grad student | 2000 | University of Nebraska - Lincoln |
| Xukai Zou | grad student | 2000 | University of Nebraska - Lincoln |
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Publications
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| Singhi N, Magliveras S. (2010) Minimal logarithmic signatures for finite groups of Lie type Designs, Codes, and Cryptography. 55: 243-260 |
| Magliveras SS. (2009) Large sets of t-designs from groups Mathematica Slovaca. 59: 19-38 |
| Bluskov I, Magliveras SS. (2001) On the number of mutually disjoint cyclic designs and large sets of designs Journal of Statistical Planning and Inference. 95: 133-142 |
| Laue R, Magliveras SS, Wassermann A. (2001) New large sets of t-designs Journal of Combinatorial Designs. 9: 40-59 |
| Cusack CA, Magliveras SS. (1999) Semiregular Large Sets Designs, Codes, and Cryptography. 18: 81-87 |
| Chee YM, Magliveras SS. (1998) A few more large sets of t-designs Journal of Combinatorial Designs. 6: 293-308 |
| Liebler RA, Magliveras SS, Tsaranov SV. (1997) Block transitive resolutions of t-designs and room rectangles Journal of Statistical Planning and Inference. 58: 119-133 |
| Kramer ES, Wu QR, Magliveras SS, et al. (1991) Some perpendicular arrays for arbitrarily large t Discrete Mathematics. 96: 101-110 |
| Kramer ES, Leavitt DW, Magliveras SS. (1985) Construction Procedures for t-designs and the Existence of New Simple 6-designs North-Holland Mathematics Studies. 114: 247-273 |
| Kramer ES, Magliveras SS, Mesner DM. (1981) t-Designs from the large Mathieu groups Discrete Mathematics. 36: 171-189 |