Starting with a subgeometry Ω embedded in a β-dimensional projective space PG β ⩾ 1, we construct inductively a series of rank n residually connected ...
Some Infinite Families of Locally Partial Geometries Generalizing the Classical Laguerre Planes · C. Huybrechts · Published in European journal of… 1 November ...
Some Infinite Families of Locally Partial Geometries Generalizing the. Classical Laguerre Planes. CE'ciLE HUYBRECHTS. Starting with a subgeornetry Q embedded ...
Huybrechts, C.: Some infinite families of locally partial geometries generalizing the classical Laguerre planes, Europ. J. Comb. 15 (1994), 533–543. Google ...
Some Infinite Families of Locally Partial Geometries Generalizing the Classical Laguerre Planes. 533-543. view. electronic edition via DOI (open access) ...
Some infinite families of locally partial geometries generalizing the classical Laguerre planes · Author Picture Cécile Huybrechts · European ...
Some Infinite Families of Locally Partial Geometries Generalizing the Classical Laguerre Planes. European Journal of Combinatorics 15(6): 533-543 · on an ...
Some Infinite Families of Locally Partial Geometries Generalizing the Classical Laguerre Planes · C. Huybrechts. Mathematics. Eur. J. Comb. 1994. TLDR. A series ...
In 1872, Felix Klein proposed the idea that geometry was best thought of as the study of invariants of a group of transformations.
Recommended publications ; Some Infinite Families of Locally Partial Geometries Generalizing the Classical Laguerre Planes. November 1994 ; Stolarsky principle ...