[KSCI] Korea Science Citation Index Service

http://dx.doi.org/10.4134/JKMS.2002.39.4.653

INFINITE FLOCKS OF QUADRATIC CONES-II GENERALIZED FISHER FLOCKS

Jha, Vikram (Department of Mathematics Caledonian University)
Johnson, Norman L. (Department of Mathematics University of Iowa)

Publication Information

Journal of the Korean Mathematical Society / v.39, no.4, 2002 , pp. 653-664 More about this Journal

Abstract

This article discusses a new representation of the generalized Fisher flocks and shows that there is a unique flock for each full field K of odd or zero characteristic that has a full field quadratic extension. It is also shown that partial flock extensions of 'critical linear subflocks'are completely determined.

Keywords

conical flock; Fisher flocks; infinite flock;

Citations & Related Records

Times Cited By Web Of Science : 1 (Related Records In Web of Science)
Times Cited By SCOPUS : 2

Reference
Cited By SCOPUS

1	Conical flocks, partial flocks, derivation, and generalized quadrangles / [ S. A. Payne;J. A. Thas ] / Geom. Dedicata
2	Infinite nests of reguli / [ N. L. Johnson ] / Geom. Dedicata DOI
3	Spreads, flocks and generalized guadrangles / [ S. E. Payne ] / J. Geom. DOI
4	A new class of translation planes, Combinatorics '86(Trento, 1986) / [ R. D. Baker;G. L. Ebert ] / Ann. Discrete Math. DOI
5	Extending partial flocks containing linear subflocks / [ N. L. Johnson ] / J. Geom. DOI
6	Nests of reguli nad flocks of quadratic cones / [ V. Jha;N. L. Johnson ] / Simon Stevin
7	Infinite flocks of a quadratic cone / [ V. Jha;N. L. Johnson ] / J. Geom. DOI