AbstractFor a projective plane over a field F, we classify all asymmetric linear correlations up to equivalence under the group of all collineations. The result is derived from the finer equivalence of bilinear forms on three-dimensional spaces
In this paper a generalisation of the notion of polarity is exhibited which allows to completely des...
We study the problem of computing correlation between two piecewise-linear bivariate functions defin...
International audienceWe study new families of curves that are suitable for efficiently parametrizin...
AbstractFor a projective plane over a field F, we classify all asymmetric linear correlations up to ...
AbstractThe paper introduces an axiomatic system of a conjugacy in partial linear spaces, and provid...
Investigation in the field of birational geometry of algebraic multiplicities has been conducted. Th...
AbstractAs a first step towards the general classification of correlations of finite Desarguesian pl...
The idea of measures of linear association, such as Pearson's correlation coefficient, can be put in...
Abstract. Let f1,..., ft be positive definite binary quadratic forms, and letRfi(n) = |{(x, y) : fi(...
AbstractThe present article represents the next step in our ongoing program of classifying the corre...
A linear representation T-n(*)(K) of a point set K is a point-line geometry, embedded in a projectiv...
AbstractA linear representation (LR) of a projective plane π (Desarguesian or not) is an isomorphic ...
By elementary geometric arguments, correlation inequalities for radially symmetric probability measu...
We show that the automorphisms of the flag space associated with a 3-dimensional projective space ca...
This report concerns the study of algebra antiautomorphisms, the case of linear antiautomorphisms ov...
In this paper a generalisation of the notion of polarity is exhibited which allows to completely des...
We study the problem of computing correlation between two piecewise-linear bivariate functions defin...
International audienceWe study new families of curves that are suitable for efficiently parametrizin...
AbstractFor a projective plane over a field F, we classify all asymmetric linear correlations up to ...
AbstractThe paper introduces an axiomatic system of a conjugacy in partial linear spaces, and provid...
Investigation in the field of birational geometry of algebraic multiplicities has been conducted. Th...
AbstractAs a first step towards the general classification of correlations of finite Desarguesian pl...
The idea of measures of linear association, such as Pearson's correlation coefficient, can be put in...
Abstract. Let f1,..., ft be positive definite binary quadratic forms, and letRfi(n) = |{(x, y) : fi(...
AbstractThe present article represents the next step in our ongoing program of classifying the corre...
A linear representation T-n(*)(K) of a point set K is a point-line geometry, embedded in a projectiv...
AbstractA linear representation (LR) of a projective plane π (Desarguesian or not) is an isomorphic ...
By elementary geometric arguments, correlation inequalities for radially symmetric probability measu...
We show that the automorphisms of the flag space associated with a 3-dimensional projective space ca...
This report concerns the study of algebra antiautomorphisms, the case of linear antiautomorphisms ov...
In this paper a generalisation of the notion of polarity is exhibited which allows to completely des...
We study the problem of computing correlation between two piecewise-linear bivariate functions defin...
International audienceWe study new families of curves that are suitable for efficiently parametrizin...
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