Semilinear transformations

On p-semilinear transformations

In this paper, we introduce $p$-semilinear transformations for linear algebras over a field ${bf F}$ of positive characteristic $p$, discuss initially the elementary properties of $p$-semilinear transformations, make use of it to give some characterizations of linear algebras over a field ${bf F}$ of positive characteristic $p$. Moreover, we find a one-to-one correspondence between $p$-semiline...

on p-semilinear transformations

in this paper, we introduce $p$-semilinear transformations for linear algebras over a field ${bf f}$ of positive characteristic $p$, discuss initially the elementary properties of $p$-semilinear transformations, make use of it to give some characterizations of linear algebras over a field ${bf f}$ of positive characteristic $p$. moreover, we find a one-to-one correspondence between $p$-semiline...

Semifields Arising from Irreducible Semilinear Transformations

A construction of finite semifield planes of order n using irreducible semilinear transformations on a finite vector space of size n is shown to produce fewer than √ n log2 n different nondesarguesian planes.

Semilinear copulas

under some suitable assumptions on the generator f . The members of this family have some distinguished features that make them appealing for a variety of situations (presence of a singular component, non-trivial tail dependence, simulating algorithm); moreover, they can be interpreted as the dependence structures arising from a specific stochastic shock model [2, 3, 4]. Some novel statistical ...

Semilinear parabolic problems