Fractional dimensions in semifields of odd order

Author:

Cordero Minerva,Jha Vikram

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Computer Science Applications

Reference16 articles.

1. Caliskan C.: Hughes planes of order 32. In: Hughes Planes of order p 2, for prime p with $${p\cong 1\mod{4}}$$ and $${p\cong 2\mod{3}}$$ , Contributed Talk, Combinatorial Configurations and their Applications, Michigan Technological University, 5–8 August (2009).

2. Cordero M., Jha V.: Primitive planes and fractional dimensional semifield planes of order q 5. Rendic. Mat. 30, 1–21 (2010)

3. Fisher J.C., Johnson N.L.: Fano configurations in subregular planes. Note di Math. 28, 69–98 (2008)

4. Hansen T., Mullen G.: JSTOR 59, S47–S50 (1992)

5. Hentzel I.R., Rúa I.F.: Primitivity of finite semifields with 64 and 81 elements. Int. J. Algebra Comput. 17, 1411–1429 (2007)

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1. Primitive semifields of order $$2^{4e}$$ 2 4 e;Designs, Codes and Cryptography;2016-05-27

2. The Ubiquity of the Orders of Fractional Semifields of Even Characteristic;Designs, Codes and Cryptography;2013-02-06

3. Determination of division algebras with 243 elements;Finite Fields and Their Applications;2012-11

4. Fractional dimension of binary Knuth semifield planes;Journal of Combinatorial Designs;2011-09-15

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