We study a large family of semifields in odd characteristic, which contains the commutative Budaghyan–Helleseth semifields as well as semifields which are not isotopic to commutative semifields. Using a large group of autotopisms we obtain a complete classification result in certain parametric subcases
We show that the number of non-isotopic commutative semifields of odd order $p^{n}$ is exponential i...
In 1958 Abraham Adrian Albert published his findings on the now famous class of semifields known as ...
A projective plane is called a translation plane if there exists a line L such that the group of ela...
We study a large family of semifields in odd characteristic, which contains the commutative Budaghya...
We describe a general projection method to construct commutative semifields in odd characteristic. O...
© 2016, Springer Science+Business Media New York. We construct and describe the basic properties of ...
AbstractIn [G. Lunardon, Semifields and linear sets of PG(1,qt), Quad. Mat., Dept. Math., Seconda Un...
We construct six new infinite families of finite semifields, all of which are two-dimensional over t...
We describe a method of proving that certain functions f : F → F defined on a finite field F are eit...
We construct six new infinite families of finite semifields, all of which are two-dimensional over t...
The projection construction has been used to construct semifields of odd characteristic using a fiel...
The projection construction is a method to blend two or more semifields of the same order into a pos...
In this paper we prove that the P(q,l) (q odd prime power and l>1 odd) commutative semifields constr...
Commutative semifields in odd characteristic can be equivalently described by planar functions (also...
In this thesis we will explain what are semifields and what interesting properties these algebraic o...
We show that the number of non-isotopic commutative semifields of odd order $p^{n}$ is exponential i...
In 1958 Abraham Adrian Albert published his findings on the now famous class of semifields known as ...
A projective plane is called a translation plane if there exists a line L such that the group of ela...
We study a large family of semifields in odd characteristic, which contains the commutative Budaghya...
We describe a general projection method to construct commutative semifields in odd characteristic. O...
© 2016, Springer Science+Business Media New York. We construct and describe the basic properties of ...
AbstractIn [G. Lunardon, Semifields and linear sets of PG(1,qt), Quad. Mat., Dept. Math., Seconda Un...
We construct six new infinite families of finite semifields, all of which are two-dimensional over t...
We describe a method of proving that certain functions f : F → F defined on a finite field F are eit...
We construct six new infinite families of finite semifields, all of which are two-dimensional over t...
The projection construction has been used to construct semifields of odd characteristic using a fiel...
The projection construction is a method to blend two or more semifields of the same order into a pos...
In this paper we prove that the P(q,l) (q odd prime power and l>1 odd) commutative semifields constr...
Commutative semifields in odd characteristic can be equivalently described by planar functions (also...
In this thesis we will explain what are semifields and what interesting properties these algebraic o...
We show that the number of non-isotopic commutative semifields of odd order $p^{n}$ is exponential i...
In 1958 Abraham Adrian Albert published his findings on the now famous class of semifields known as ...
A projective plane is called a translation plane if there exists a line L such that the group of ela...
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