Federacja Bibliotek Cyfrowych

Homepage
Repozytorium Uniwersytetu Kazimierza Wielkiego w Bydgoszczy
Adjoint classes of functions in the H1 sense

Object's details: Adjoint classes of functions in the H1 sense

tile.noImage

Provider:Repozytorium Uniwersytetu Kazimierza Wielkiego w Bydgoszczy

Description

Title:
Adjoint classes of functions in the H1 sense
Creator:
Sworowski, Piotr
Description:
Using the concept of the H1-integral, we consider a similarly defined Stieltjes integral. We prove a Riemann-Lebesgue type theorem for this integral and give examples of adjoint classes of functions.
Object availability:
free access
Date:
2014.01.31;
2007
Type:
Article
Language:
Polish
Format:
application/pdf
Publisher:
Institute of Mathematics AS CR
Relation:
Czechoslovak Mathematical Journal;
Subject:
Stieltjes integral;
Kurzweil-Henstock integral;
H1-integral;
Riemann-Lebesgue theorem;
variational measure;
adjoint classes
Identifier:
0011-4642;
1572-9141;
http://repozytorium.ukw.edu.pl/handle/item/291
Data provider:
Repozytorium Uniwersytetu Kazimierza Wielkiego w Bydgoszczy

Can I use it?:
seek permission
Type:
image

Similar objects

tile.noImage

Adjoint classes of functions in the H1 sense

Creator:Sworowski, Piotr

Date:2014.01.31 | 2007

Type:image

tile.noImage

On McShane-type integrals with respect to some derivation bases

Creator:Skvortsov, Valentin A. | Sworowski, Piotr

Date:2014.01.31 | 2006

Type:image

tile.noImage

Affine-periodic solutions for generalized ODEs and other equations

Creator:Federson, Márcia | Grau, Rogelio | Mesquita, Carolina

Date:2022.12.10

Type:other

tile.noImage

On approximately continuous integrals (a survey)

Creator:Skvortsov, Valentin A. | Sworowska, Tatiana | Sworowski, Piotr

Date:2019.05.21 | 2013

Type:text

tile.noImage

Minimizing the Dirichlet energy over a space of measure preserving maps

Creator:Taheri, Ali

Date:2009.03.01

Type:other

tile.noImage

A study on approximate controllability of evolution systems with nonlocal conditions

Creator:Gou, Haide

Date:2024.09.15

Type:other

tile.noImage

On the tail pressure

Creator:Zhou, Yunhua

Date:2016.06.01

Type:other

tile.noImage

On the $S$-asymptotically $\omega$-periodic mild solutions for multi-term time fractional measure differential equations

Creator:Gou, Haide

Date:2023.12.31

Type:other

FBC TeNe Project

Project co-financed by European Funds under the Operational Program Digital Poland for 2014-2020 (project no. POPC.02.04.00-00-0012 / 20-00)

More information about the project can be found at: https://tene.fbc.pionier.net.pl

European Funds. Digital Poland

Republic of Poland

Digital Libraries Federation

European Union - European Regional Development Fund

We use files, through the cookie quality improvement layer of our website.For more information, please read the document Privacy Policy