Add to ORKGIn the preceding paper (see [2]) we defined and investigated quasibilinear functionate on vector spaces, quasiorthogonal and weakly quasiorthogonal vector spaces. In the present paper we give certain applications of these concepts in projective geometry
A Tychonoff topological space is called a quasi F-space if each dense cozero-set of X is C*-embedded...
AbstractWe investigate some basic descriptive set theory for countably based completely quasi-metriz...
We prove that the projectors arising from the decomposition theorem applied to a projective map of q...
In this paper a certain natural generalization of bilinear functional is introduced and investigate...
AbstractIn this paper, quasiparallelism relation in finite planar spaces is investigated. This shed ...
It has been proved, by K. Menger in [3], that all concepts of the Bolyai-Lobachevsky geometry can b...
Altres ajuts: ANR-16-CE40-0008Altres ajuts: ANR-16-CE40-0011We prove that a representation of the fu...
AbstractIn this paper we study quasiparallelism relation in finite planar spaces. Moreover, 3-dimens...
In a projective space PG(n, q) a quasi-quadric is a set of points that has the same intersection num...
AbstractThe paper treats functions which in a finite dimensional normed space over a field with a no...
In this paper, we introduce some concepts of ★-(quasi)-pseudometric spaces, and give an example whic...
The thesis is an exposition of an article entitled A Generalization of Hall Quasifields by Yutaka Hi...
AbstractThis paper is concerned with quasiparallelism relation in a finite planar space S. In partic...
Toric quasifolds are highly singular spaces that were first introduced in order to address, from the...
In this paper we introduce a new structure on topological spaces which allows us to give a character...
A Tychonoff topological space is called a quasi F-space if each dense cozero-set of X is C*-embedded...
AbstractWe investigate some basic descriptive set theory for countably based completely quasi-metriz...
We prove that the projectors arising from the decomposition theorem applied to a projective map of q...
In this paper a certain natural generalization of bilinear functional is introduced and investigate...
AbstractIn this paper, quasiparallelism relation in finite planar spaces is investigated. This shed ...
It has been proved, by K. Menger in [3], that all concepts of the Bolyai-Lobachevsky geometry can b...
Altres ajuts: ANR-16-CE40-0008Altres ajuts: ANR-16-CE40-0011We prove that a representation of the fu...
AbstractIn this paper we study quasiparallelism relation in finite planar spaces. Moreover, 3-dimens...
In a projective space PG(n, q) a quasi-quadric is a set of points that has the same intersection num...
AbstractThe paper treats functions which in a finite dimensional normed space over a field with a no...
In this paper, we introduce some concepts of ★-(quasi)-pseudometric spaces, and give an example whic...
The thesis is an exposition of an article entitled A Generalization of Hall Quasifields by Yutaka Hi...
AbstractThis paper is concerned with quasiparallelism relation in a finite planar space S. In partic...
Toric quasifolds are highly singular spaces that were first introduced in order to address, from the...
In this paper we introduce a new structure on topological spaces which allows us to give a character...
A Tychonoff topological space is called a quasi F-space if each dense cozero-set of X is C*-embedded...
AbstractWe investigate some basic descriptive set theory for countably based completely quasi-metriz...
We prove that the projectors arising from the decomposition theorem applied to a projective map of q...