## A decomposition of the 2-design formed by the planes in AG(2n, 3)

- Koji Momihara, Miwako Mishima, Masakazu Jimbo
- Finite Fields and Their Applications
- 2012

@article{Hishida2000CyclicRO, title={Cyclic resolutions of the BIB design in PG(5, 2)}, author={Takaaki Hishida and Masakazu Jimbo}, journal={Australasian J. Combinatorics}, year={2000}, volume={22}, pages={73-80} }

- Published 2000 in Australasian J. Combinatorics

The BIB design in PG(n,2), which is the n-dimensional projective geometry over GF(2), has the following automorphisms: (i) an automorphism of order v = 2+ 1; (ii) an automorphism of order w = 2n 1. A BIB design with the first automorphism is called a cyclic BIB design, and one with the second is called a 2-rotational BIB design. In PG(n, 2), a BIB design… CONTINUE READING

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