Some new constructions of parallelisms in $PG(3,q)$ are given that produce parallelisms consisting of one Desarguesian spread and $q^{2}+q$ derived Knuth semifield spreads and other types consisting of one Knuth semifield spread, one Hall spread and the remaining spreads are derived Knuth semifield spreads
Using the Klein correspondence, regular parallelisms of PG(3,R) have been described by Betten and Ri...
AbstractThe theory of subregular spreads of PG(3,q) was developed by R.H. Bruck (1969, in “Combinato...
AbstractWe determine, by a computer search, all the cyclic parallelisms of PG(3,5). There are 45 of ...
A garden of parallelisms in $PG(3,R)$ are constructed,where $R$ is the field of real numbers
AbstractNew constructions of parallelisms in PG(3,q) are given with the concept of coset switching o...
Beutelspacher's construction of line parallelisms in $PG(2^{a}-1,q)$ is generalized to line parallel...
In this article, it is shown that when $t$ is a prime, partial Desarguesian $%t$-parallelisms in $PG...
Assume that $\rho$ is a parallelism in $PG(3,K)$, for $K$ a field, that admits a collineation group ...
Problems involving the idea of parallelism occur in finite geometry and in graph theory. This articl...
We introduce topological parallelisms of oriented lines (briefly called oriented parallelisms). Ever...
AbstractTwo regular packings of PG(3,q) are constructed wheneverq≡2(mod3), with each packing admitti...
Previously, Biliotti, Jha and Johnson classified all transitive deficiency one partial parallelisms ...
AbstractOne way to obtain a (hopefully) new nondesarguesian translation plane is by constructing a n...
In this paper we give a new, simple and explicit proof of a theorem of Baker. This states that every...
Betten and Riesinger constructed Parallelisms of $\mathop{\rm PG}(3,\mathbb R)$ with automorphism gr...
Using the Klein correspondence, regular parallelisms of PG(3,R) have been described by Betten and Ri...
AbstractThe theory of subregular spreads of PG(3,q) was developed by R.H. Bruck (1969, in “Combinato...
AbstractWe determine, by a computer search, all the cyclic parallelisms of PG(3,5). There are 45 of ...
A garden of parallelisms in $PG(3,R)$ are constructed,where $R$ is the field of real numbers
AbstractNew constructions of parallelisms in PG(3,q) are given with the concept of coset switching o...
Beutelspacher's construction of line parallelisms in $PG(2^{a}-1,q)$ is generalized to line parallel...
In this article, it is shown that when $t$ is a prime, partial Desarguesian $%t$-parallelisms in $PG...
Assume that $\rho$ is a parallelism in $PG(3,K)$, for $K$ a field, that admits a collineation group ...
Problems involving the idea of parallelism occur in finite geometry and in graph theory. This articl...
We introduce topological parallelisms of oriented lines (briefly called oriented parallelisms). Ever...
AbstractTwo regular packings of PG(3,q) are constructed wheneverq≡2(mod3), with each packing admitti...
Previously, Biliotti, Jha and Johnson classified all transitive deficiency one partial parallelisms ...
AbstractOne way to obtain a (hopefully) new nondesarguesian translation plane is by constructing a n...
In this paper we give a new, simple and explicit proof of a theorem of Baker. This states that every...
Betten and Riesinger constructed Parallelisms of $\mathop{\rm PG}(3,\mathbb R)$ with automorphism gr...
Using the Klein correspondence, regular parallelisms of PG(3,R) have been described by Betten and Ri...
AbstractThe theory of subregular spreads of PG(3,q) was developed by R.H. Bruck (1969, in “Combinato...
AbstractWe determine, by a computer search, all the cyclic parallelisms of PG(3,5). There are 45 of ...
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