Publication date
January 2005
DOI Publisher
Matematický ústav AV ČR Language
EnglishAbstract
summary:In this paper we deal with the vector lattice $C(B)$ of all elementary Carathéodory functions corresponding to a generalized Boolean algebra $B$
summary:In this paper we deal with the vector lattice $C(B)$ of all elementary Carathéodory functions corresponding to a generalized Boolean algebra $B$
AbstractThis lecture — based on the author's book, General Lattice Theory, Birkhäuser Verlag, 1978 —...
A. Huhn proved that the dimension of Euclidean spaces can be characterized through al-gebraic proper...
summary:In the present paper we deal with sequential convergences on a vector lattice $L$ which are ...
summary:In this paper we deal with the vector lattice $C(B)$ of all elementary Carathéodory functio...
summary:In this paper we investigate the possibility of a regular embedding of a lattice ordered gro...
summary:In this note we prove that there exists a Carathéodory vector lattice $V$ such that $V\cong...
summary:The extension of a lattice ordered group $A$ by a generalized Boolean algebra $B$ will be de...
summary:We denote by $K$ the class of all cardinals; put $K^{\prime }= K \cup \lbrace \infty \rbrac...
summary:In this paper we investigate the relations between torsion classes of Specker lattice ordere...
The first of two results is a 1-1-correspondence between isomorphism classes of finite-dimensional v...
One of the great themes of algebraic combinatorics is the exploration of connections between ordered...
This thesis describes and examines some remarkable relationships existing between seemingly quite di...
We prove that the category of unital hyperarchimedean vector lattices is equivalent to the category ...
It is shown that the Boolean center of complemented elements in a bounded in-tegral residuated latti...
A. Huhn proved that the dimension of Euclidean spaces can be characterized through algebraic propert...
AbstractThis lecture — based on the author's book, General Lattice Theory, Birkhäuser Verlag, 1978 —...
A. Huhn proved that the dimension of Euclidean spaces can be characterized through al-gebraic proper...
summary:In the present paper we deal with sequential convergences on a vector lattice $L$ which are ...
summary:In this paper we deal with the vector lattice $C(B)$ of all elementary Carathéodory functio...
summary:In this paper we investigate the possibility of a regular embedding of a lattice ordered gro...
summary:In this note we prove that there exists a Carathéodory vector lattice $V$ such that $V\cong...
summary:The extension of a lattice ordered group $A$ by a generalized Boolean algebra $B$ will be de...
summary:We denote by $K$ the class of all cardinals; put $K^{\prime }= K \cup \lbrace \infty \rbrac...
summary:In this paper we investigate the relations between torsion classes of Specker lattice ordere...
The first of two results is a 1-1-correspondence between isomorphism classes of finite-dimensional v...
One of the great themes of algebraic combinatorics is the exploration of connections between ordered...
This thesis describes and examines some remarkable relationships existing between seemingly quite di...
We prove that the category of unital hyperarchimedean vector lattices is equivalent to the category ...
It is shown that the Boolean center of complemented elements in a bounded in-tegral residuated latti...
A. Huhn proved that the dimension of Euclidean spaces can be characterized through algebraic propert...
AbstractThis lecture — based on the author's book, General Lattice Theory, Birkhäuser Verlag, 1978 —...
A. Huhn proved that the dimension of Euclidean spaces can be characterized through al-gebraic proper...
summary:In the present paper we deal with sequential convergences on a vector lattice $L$ which are ...
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