Текст статьи не публикуется в открытом доступе в соответствии с политикой журнала.It is well-known that the constructions and classification of non-Desarguesian projective planes are closely connected with ones for quasifields. We consider the problems on structure of finite quasifields and semifields: automorphisms and autotopisms, maximal subfields and their orders, the spectrum of orders of non-zero elements and hypotheses about generated subsets of the multiplicative loop
A projective plane is called a translation plane if there exists a line L such that the group of ela...
Abstract. We observe a connection between the problem of lifting semibiplanes to projective planes, ...
The thesis is an exposition of an article entitled A Generalization of Hall Quasifields by Yutaka Hi...
The Handbook of Finite Translation Planes provides a comprehensive listing of all translation planes...
NOTE: Text or symbols not renderable in plain ASCII are indicated by [...]. Abstract is included in...
This thesis discusses methods for the classification of finite projective planes via exhaustive sear...
The strong form of the Finite Projective Plane (FPP) Conjecture states that if there exists an FPP o...
AbstractCan every (nonDesarguesian) projective plane be imbedded (in some natural, geometric fashion...
AbstractThe flag geometry Γ=(P,L,I) of a finite projective plane Π of order s is the generalized hex...
AbstractThe flag geometry Γ=(P, L, I) of a finite projective plane Π of order s is the generalized h...
In [15], Lunardon and Polverino construct a translation plane starting from a scattered linear set ...
AbstractThe flag geometry Γ=(P, L, I) of a finite projective plane Π of order s is the generalized h...
Развивается подход к построению и классификации полуполевых проективных плоскостей с использованием ...
AbstractA linear representation (LR) of a projective plane π (Desarguesian or not) is an isomorphic ...
AbstractA projective plane is called a translation plane if there exists a line L such that the grou...
A projective plane is called a translation plane if there exists a line L such that the group of ela...
Abstract. We observe a connection between the problem of lifting semibiplanes to projective planes, ...
The thesis is an exposition of an article entitled A Generalization of Hall Quasifields by Yutaka Hi...
The Handbook of Finite Translation Planes provides a comprehensive listing of all translation planes...
NOTE: Text or symbols not renderable in plain ASCII are indicated by [...]. Abstract is included in...
This thesis discusses methods for the classification of finite projective planes via exhaustive sear...
The strong form of the Finite Projective Plane (FPP) Conjecture states that if there exists an FPP o...
AbstractCan every (nonDesarguesian) projective plane be imbedded (in some natural, geometric fashion...
AbstractThe flag geometry Γ=(P,L,I) of a finite projective plane Π of order s is the generalized hex...
AbstractThe flag geometry Γ=(P, L, I) of a finite projective plane Π of order s is the generalized h...
In [15], Lunardon and Polverino construct a translation plane starting from a scattered linear set ...
AbstractThe flag geometry Γ=(P, L, I) of a finite projective plane Π of order s is the generalized h...
Развивается подход к построению и классификации полуполевых проективных плоскостей с использованием ...
AbstractA linear representation (LR) of a projective plane π (Desarguesian or not) is an isomorphic ...
AbstractA projective plane is called a translation plane if there exists a line L such that the grou...
A projective plane is called a translation plane if there exists a line L such that the group of ela...
Abstract. We observe a connection between the problem of lifting semibiplanes to projective planes, ...
The thesis is an exposition of an article entitled A Generalization of Hall Quasifields by Yutaka Hi...