Add to ORKGIt is proved that a finite regular nearfield can be obtained by transformation of a field, in the sense of [L.A.Rosati, P.Quattrocchi "Transformations of designs and other incidence structures" Geom Ded. 44, (1992), 167-173] iff it is an André system
A near-field of finite Morley rank and characteristic different from 2 is an algebraically closed fi...
In this note we present some algorithms to deal with nearrings, the appropriate algebraic structure ...
Three special classes of near-rings are studied in this dissertation: near-fields, distributively ge...
It is proved that a finite regular nearfield can be obtained by transformation of a field, in the se...
The transformation process introduced in [P. Quattrocchi, L.A.Rosati "Transformation of designs and ...
AbstractA new method for transforming incidence structures and sharply multiply transitive permutati...
A new method for transforming incidence structures and sharply multiply transitive permutation sets ...
AbstractA question about near-fields suggests the following problem: If F is a finite field, K is a ...
This article considers finite quasifields having a subgroup N of either the right or middle nucleus ...
In [L.A. Rosati and P.Quattrocchi "Transformation of designs and other incidence structures" geom de...
By taking into account the transformation technique of Quattrocchi and Rosati, we study how to gener...
We study the role of arbitrary (finite) anticanonical transformations in the field–antifield formali...
A near-field is locally finite if every finite subset of it generates a finite sub-near-field. The m...
Some relations between permutation sets and certain incidence structures (in particular: Minkowski p...
AbstractMethods for constructing large families of permutation polynomials of finite fields are intr...
A near-field of finite Morley rank and characteristic different from 2 is an algebraically closed fi...
In this note we present some algorithms to deal with nearrings, the appropriate algebraic structure ...
Three special classes of near-rings are studied in this dissertation: near-fields, distributively ge...
It is proved that a finite regular nearfield can be obtained by transformation of a field, in the se...
The transformation process introduced in [P. Quattrocchi, L.A.Rosati "Transformation of designs and ...
AbstractA new method for transforming incidence structures and sharply multiply transitive permutati...
A new method for transforming incidence structures and sharply multiply transitive permutation sets ...
AbstractA question about near-fields suggests the following problem: If F is a finite field, K is a ...
This article considers finite quasifields having a subgroup N of either the right or middle nucleus ...
In [L.A. Rosati and P.Quattrocchi "Transformation of designs and other incidence structures" geom de...
By taking into account the transformation technique of Quattrocchi and Rosati, we study how to gener...
We study the role of arbitrary (finite) anticanonical transformations in the field–antifield formali...
A near-field is locally finite if every finite subset of it generates a finite sub-near-field. The m...
Some relations between permutation sets and certain incidence structures (in particular: Minkowski p...
AbstractMethods for constructing large families of permutation polynomials of finite fields are intr...
A near-field of finite Morley rank and characteristic different from 2 is an algebraically closed fi...
In this note we present some algorithms to deal with nearrings, the appropriate algebraic structure ...
Three special classes of near-rings are studied in this dissertation: near-fields, distributively ge...