Add to ORKGsummary:An abstract characterization of Orlicz-Kantorovich lattices constructed by a measure with values in the ring of measurable functions is presented
Some necessary and sufficient conditions are found for Banach function lattices to have the Radon–Ni...
Outer and inner measures of a measure μ are defined and used to prove results involving them on a la...
Abstract: In the present paper we show that any positive projective contractions Q with Q1=1 in th...
summary:An abstract characterization of Orlicz-Kantorovich lattices constructed by a measure with va...
summary:In the present paper we prove the ``zero-two'' law for positive contractions in the Banach-K...
SummaryA relatively orthocomplemented lattice L is a lattice in which every interval is an orthocomp...
by a measure m with values in the ring of all measurable functions. Using methods of measurable bund...
In the present paper we study dominated operators acting on Banach{Kantorovich Lp -lattices, constru...
In the present paper we prove convergence of martingales in OrliczKantorovich lattices. Our main to...
AbstractLet L be a vector lattice and q a modular on L. This space equipped with the corresponding F...
Zero-one measure characterizations of lattice properties such as normality are extended to more gene...
AbstractGaussian measures on some non-Banach spaces of measurable functions are investigated. The ma...
We study for Orlicz function spaces, equipped with either the Luxemburg norm or the Orlicz norm, the...
Abstract. The notion of the Orlicz space is generalized to spaces of Banach-space valued functions. ...
In the present paper we prove a Besicovich weighted ergodic theorem for positive contractions actin...
Some necessary and sufficient conditions are found for Banach function lattices to have the Radon–Ni...
Outer and inner measures of a measure μ are defined and used to prove results involving them on a la...
Abstract: In the present paper we show that any positive projective contractions Q with Q1=1 in th...
summary:An abstract characterization of Orlicz-Kantorovich lattices constructed by a measure with va...
summary:In the present paper we prove the ``zero-two'' law for positive contractions in the Banach-K...
SummaryA relatively orthocomplemented lattice L is a lattice in which every interval is an orthocomp...
by a measure m with values in the ring of all measurable functions. Using methods of measurable bund...
In the present paper we study dominated operators acting on Banach{Kantorovich Lp -lattices, constru...
In the present paper we prove convergence of martingales in OrliczKantorovich lattices. Our main to...
AbstractLet L be a vector lattice and q a modular on L. This space equipped with the corresponding F...
Zero-one measure characterizations of lattice properties such as normality are extended to more gene...
AbstractGaussian measures on some non-Banach spaces of measurable functions are investigated. The ma...
We study for Orlicz function spaces, equipped with either the Luxemburg norm or the Orlicz norm, the...
Abstract. The notion of the Orlicz space is generalized to spaces of Banach-space valued functions. ...
In the present paper we prove a Besicovich weighted ergodic theorem for positive contractions actin...
Some necessary and sufficient conditions are found for Banach function lattices to have the Radon–Ni...
Outer and inner measures of a measure μ are defined and used to prove results involving them on a la...
Abstract: In the present paper we show that any positive projective contractions Q with Q1=1 in th...