## Abstract It is wellβknown that the number of designs with the parameters of a classical design having as blocks the hyperplanes in __PG__(__n, q__) or __AG__(__n, q__), __n__β₯3, grows exponentially. This result was extended recently [D. Jungnickel, V. D. Tonchev, Des Codes Cryptogr, published on
Two remarks on affine designs with classical parameters
β Scribed by Dieter Jungnickel; Hanfried Lenz
- Publisher
- Elsevier Science
- Year
- 1985
- Tongue
- English
- Weight
- 256 KB
- Volume
- 38
- Category
- Article
- ISSN
- 0097-3165
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π SIMILAR VOLUMES
This article replaces the incorrect version of the article first published in J Combin Designs 18 (2010), 450-461. The publisher apologizes for this error.
The main result of the paper is to get the transition formulae between the alcove form and the permutation form of w β W a , where W a is an affine Weyl group of classical type. On the other hand, we get a new characterization for the alcove form of an affine Weyl group element which has a much simp
The following comments are motivated by two recent papers concerned with the vibrations and buckling of beams supported on two-parameter elastic foundations. Both papers contain a mistake in the boundary conditions corresponding to a free end in that they use the stiffness matrices for the beam-foun
## Abstract We constrain the structure of difference sets with classical parameters in abelian groups. These include the classical Singer 7 and Gordon et al. 4 constructions and also more recent constructions due to Helleseth et al. 5, 6 arising from the study of sequences with ideal autocorrelatio