default search action
Discrete Mathematics, Volume 238
Volume 238, Number 1-3, July 2001
- Charles J. Colbourn, Hao Shen:
Preface. 1- - Ahmed M. Assaf, Nabil Shalaby, Jianxing Yin:
Directed packing and covering designs with block size four. 3-17 - Marco Buratti, Fulvio Zuanni:
Some observations on three classical BIBD constructions. 19-26 - Wende Chen, Torleiv Kløve:
Weight hierarchies of binary linear codes of dimension 4. 27-34 - Jörg Eisfeld, Leo Storme, Tamás Szonyi, Péter Sziklai:
Covers and blocking sets of classical generalized quadrangles. 35-51 - Suogang Gao, Hong You:
Vanishing conditions on parameters for P(Q)-polynomial association schemes. 53-60 - Dieter Held, Mario-Osvin Pavcevic:
Some new Hadamard designs with 79 points admitting automorphisms of order 13 and 19. 61-65 - Tor Helleseth, Chunming Rong, Kyeongcheol Yang:
On t-designs from codes over Z4. 67-80 - Torleiv Kløve:
Relations between the covering and Newton radii of binary codes. 81-88 - Jianguo Lei, Qingde Kang, Yanxun Chang:
The spectrum for large set of disjoint incomplete Latin squares. 89-98 - Tatsuya Maruta:
The nonexistence of some quaternary linear codes of dimension 5. 99-113 - Antonio Pasini:
Four-dimensional football, fullerenes and diagram geometry. 115-130 - Alan R. Prince:
Covering sets of spreads in PG(3, q). 131-136 - Dianhua Wu, Lie Zhu:
Bounds and constructions for TWOOAs. 137-145 - Shengyuan Zhang, Shitang Li:
Some new extremal self-dual codes with lengths 42, 44, 52, and 58. 147-150 - Yingshan Zhang, Shanqi Pang, Yunpeng Wang:
Orthogonal arrays obtained by generalized Hadamard product. 151-170 - Zhaozhi Zhang, Xiaomin Ma, Yixian Yang:
A unified method to construct neural network decoders for arbitrary codes and decoding rules. 171-181 - Lie Zhu, Hantao Zhang:
A few more r-orthogonal latin squares. 183-191
manage site settings
To protect your privacy, all features that rely on external API calls from your browser are turned off by default. You need to opt-in for them to become active. All settings here will be stored as cookies with your web browser. For more information see our F.A.Q.