On the interpolation of the measure of non-compactness of bilinear operators with weak assumptions on the boundedness of the operator

MEASURE OF WEAK NONCOMPACTNESS AND REAL INTERPOLATION OF OPERATORS

Andrzej Kryczka
Stanis Law Prus
Mariusz Szczepanik

February 2015

Abstract. A new measure of weak noncompactness is introduced. A log-arithmic convexity-type result o...

On compactness theorems for logarithmic interpolation methods

Besoy, Blanca F.

January 2019

Let (A0;A1) be a Banach couple, (B0;B1) a quasi-Banach couple, 0 B0 is bounded and T : A1 -> B1 is ...

Extension of compact bilinear operators

Koutsompinas, Ioannis Jr

January 2021

In this thesis we study extension results related to compact bilinear operators in the setting of in...

Interpolation of the measure of non-compactness of bilinear operators among quasi-Banach spaces

Besoy, Blanca F.
Cobos, Fernando

February 2019

Working in the setting of quasi-Banach couples, we establish a formula for the measure of non-compac...

On the interpolation of the measure of non-compactness of bilinear operators with weak assumptions on the boundedness of the operator

Cobos, Fernando
Fernández-Cabrera, Luz M.
Martínez, Antón

January 2021

We complete the range of the parameters in the interpolation formula established by Mastyło and Silv...

Weakly compact bilinear operators among real interpolation spaces

Cobos, Fernando
Fernández Cabrera, Luz M.

November 2022

We show a necessary and sufficient condition for weak compactness of bilinear operators interpolated...

On compactness results of Lions-Peetre type for bilinear operators

Cobos Díaz, Fernando
Fernández Cabrera, Luz M.
Martínez Martínez, Antonio

February 2024

Let A¯ = (A0, A1) , B¯ = (B0, B1) be Banach couples, let E be a Banach space and let T be a bilinea...

On compactness results of Lions-Peetre type for bilinear operators

Cobos Díaz, Fernando
Fernández Cabrera, Luz M.
Martínez Martínez, Antonio

February 2024

Let A¯ = (A0, A1) , B¯ = (B0, B1) be Banach couples, let E be a Banach space and let T be a bilinea...

On compactness results of Lions-Peetre type for bilinear operators

Cobos, Fernando
Fernández-Cabrera, Luz M.
Martínez, Antón

November 2019

Let Ā = (A₀ , A₁) , B̄ = (B₀ , B₁) be Banach couples, let E be a Banach space and let T be a bilinea...

A compactness result of Janson type for bilinear operators

Cobos, Fernando
Fernández-Cabrera, Luz M.
Martinez, Antón

January 2020

We establish a compactness interpolation result for bilinear operators of the type proved by Janson ...

A compactness result of Janson type for bilinear operators

Cobos, Fernando
Fernández Cabrera, Luz M.
Martínez Martínez, Antonio

February 2024

We establish a compactness interpolation result for bilinear operators of the type proved by Janson ...

Extrapolation of compactness on weighted spaces : Bilinear operators

Hytönen, Tuomas
Lappas, Stefanos

March 2022

In a previous paper, we obtained several "compact versions" of Rubio de Francia's weighted extrapola...

Extrapolation of compactness on weighted spaces : Bilinear operators

Hytönen, Tuomas
Lappas, Stefanos

March 2022

In a previous paper, we obtained several "compact versions" of Rubio de Francia's weighted extrapola...

Interpolation of the Measure of Non Compactness between Quasi-Banach Spaces

Fernández Martínez, Pedro

July 2006

We study the behavior of the ball measure of non-compactness under several interpolation methods. Fi...

Compactness interpolation results for bilinear operators of convolution type and for operators of product type

Cobos, Fernando
Fernández Cabrera, Luz M.
Martínez, Antón

January 2022

We establish compactness interpolation results for bilinear operators of convolution type and for op...

MEASURE OF WEAK NONCOMPACTNESS AND REAL INTERPOLATION OF OPERATORS

Andrzej Kryczka
Stanis Law Prus
Mariusz Szczepanik

February 2015

Abstract. A new measure of weak noncompactness is introduced. A log-arithmic convexity-type result o...

On compactness theorems for logarithmic interpolation methods

Besoy, Blanca F.

January 2019

Let (A0;A1) be a Banach couple, (B0;B1) a quasi-Banach couple, 0 B0 is bounded and T : A1 -> B1 is ...

Extension of compact bilinear operators

Koutsompinas, Ioannis Jr

January 2021

In this thesis we study extension results related to compact bilinear operators in the setting of in...

Interpolation of the measure of non-compactness of bilinear operators among quasi-Banach spaces

Besoy, Blanca F.
Cobos, Fernando

February 2019

Working in the setting of quasi-Banach couples, we establish a formula for the measure of non-compac...

On the interpolation of the measure of non-compactness of bilinear operators with weak assumptions on the boundedness of the operator

Cobos, Fernando
Fernández-Cabrera, Luz M.
Martínez, Antón

January 2021

We complete the range of the parameters in the interpolation formula established by Mastyło and Silv...

Weakly compact bilinear operators among real interpolation spaces

Cobos, Fernando
Fernández Cabrera, Luz M.

November 2022

We show a necessary and sufficient condition for weak compactness of bilinear operators interpolated...

On compactness results of Lions-Peetre type for bilinear operators

Cobos Díaz, Fernando
Fernández Cabrera, Luz M.
Martínez Martínez, Antonio

February 2024

Let A¯ = (A0, A1) , B¯ = (B0, B1) be Banach couples, let E be a Banach space and let T be a bilinea...

On compactness results of Lions-Peetre type for bilinear operators

Cobos Díaz, Fernando
Fernández Cabrera, Luz M.
Martínez Martínez, Antonio

February 2024

Let A¯ = (A0, A1) , B¯ = (B0, B1) be Banach couples, let E be a Banach space and let T be a bilinea...

On compactness results of Lions-Peetre type for bilinear operators

Cobos, Fernando
Fernández-Cabrera, Luz M.
Martínez, Antón

November 2019

Let Ā = (A₀ , A₁) , B̄ = (B₀ , B₁) be Banach couples, let E be a Banach space and let T be a bilinea...

A compactness result of Janson type for bilinear operators

Cobos, Fernando
Fernández-Cabrera, Luz M.
Martinez, Antón

January 2020

We establish a compactness interpolation result for bilinear operators of the type proved by Janson ...

A compactness result of Janson type for bilinear operators

Cobos, Fernando
Fernández Cabrera, Luz M.
Martínez Martínez, Antonio

February 2024

We establish a compactness interpolation result for bilinear operators of the type proved by Janson ...

Extrapolation of compactness on weighted spaces : Bilinear operators

Hytönen, Tuomas
Lappas, Stefanos

March 2022

In a previous paper, we obtained several "compact versions" of Rubio de Francia's weighted extrapola...

Extrapolation of compactness on weighted spaces : Bilinear operators

Hytönen, Tuomas
Lappas, Stefanos

March 2022

In a previous paper, we obtained several "compact versions" of Rubio de Francia's weighted extrapola...

Interpolation of the Measure of Non Compactness between Quasi-Banach Spaces

Fernández Martínez, Pedro

July 2006

We study the behavior of the ball measure of non-compactness under several interpolation methods. Fi...

Compactness interpolation results for bilinear operators of convolution type and for operators of product type

Cobos, Fernando
Fernández Cabrera, Luz M.
Martínez, Antón

January 2022

We establish compactness interpolation results for bilinear operators of convolution type and for op...

MEASURE OF WEAK NONCOMPACTNESS AND REAL INTERPOLATION OF OPERATORS

Andrzej Kryczka
Stanis Law Prus
Mariusz Szczepanik

February 2015

Abstract. A new measure of weak noncompactness is introduced. A log-arithmic convexity-type result o...

On compactness theorems for logarithmic interpolation methods

Besoy, Blanca F.

January 2019

Let (A0;A1) be a Banach couple, (B0;B1) a quasi-Banach couple, 0 B0 is bounded and T : A1 -> B1 is ...

Extension of compact bilinear operators

Koutsompinas, Ioannis Jr

January 2021

In this thesis we study extension results related to compact bilinear operators in the setting of in...

On the interpolation of the measure of non-compactness of bilinear operators with weak assumptions on the boundedness of the operator

Abstract

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On the interpolation of the measure of non-compactness of bilinear operators with weak assumptions on the boundedness of the operator

Abstract

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