Trace Operators on Regular Trees

Year of publication

2021

Authors

Koskela, Pekka; Nguyen, Khanh Ngoc; Wang, Zhuang

Abstract

We consider different notions of boundary traces for functions in Sobolev spaces defined on regular trees and show that the almost everywhere existence of these traces is independent of the chosen definition of a trace.

Organizations and authors

University of Jyväskylä

Nguyen Khanh

Koskela Pekka

Wang Zhuang

Publication type

Publication format

Article

Parent publication type

Journal

Article type

Original article

Audience

Scientific

Peer-reviewed

Peer-Reviewed

MINEDU's publication type classification code

A1 Journal article (refereed), original research

Publication channel information

Journal/Series

Analysis and Geometry in Metric Spaces

Publisher

De Gruyter

Volume

Issue

Pages

396-409

ISSN

2299-3274

Publication forum

71743

Publication forum level

Open access

Open access in the publisher’s service

Yes

Open access of publication channel

Fully open publication channel

Self-archived

Yes

Other information

Fields of science

Mathematics

Keywords

[object Object],[object Object]

Publication country

Germany

Internationality of the publisher

International

Language

English

International co-publication

Co-publication with a company

DOI

10.1515/agms-2020-0117

The publication is included in the Ministry of Education and Culture’s Publication data collection

Yes