Lions-Schechter’s methods of complex interpolation and some quantitative estimates

Document identifier: oai:dalea.du.se:1929
Access full text here:10.1016/j.jat.2005.11.014
Keyword: Natural Sciences, Mathematics, Naturvetenskap, Matematik, Interpolation; Lions-Schechter's method; multi-dimensional rotundity; spectral inequalities; weak noncompactness
Publication year: 2006
Abstract:

Some quantitative estimates concerning multi-dimensional rotundity, weak noncompactness, and certain spectral inequalities are formulated for Lions-Schechter's complex methods of interpolation with derivatives.

Authors

Ming Fan

Högskolan Dalarna; Matematik/tillämpad matematik
Other publications >>

Record metadata

Click to view metadata

	
    header: 
        identifier: oai:dalea.du.se:1929
        datestamp: 2021-04-15T13:13:08Z
        setSpec: SwePub-du
    metadata: 
        mods: 
            @attributes: 
                version: 3.7
            recordInfo: 
                recordContentSource: du
                recordCreationDate: 2006-03-08
            identifier: 
                http://urn.kb.se/resolve?urn=urn:nbn:se:du-1929
                10.1016/j.jat.2005.11.014
            titleInfo: 
                @attributes: 
                    lang: eng
                title: Lions-Schechter’s methods of complex interpolation and some quantitative estimates
            abstract: 
Some quantitative estimates concerning multi-dimensional rotundity weak noncompactness and certain spectral inequalities are formulated for Lions-Schechter's complex methods of interpolation with derivatives.

            subject: 
                    @attributes: 
                        lang: eng
                        authority: uka.se
                    topic: 
                        Natural Sciences
                        Mathematics
                    @attributes: 
                        lang: swe
                        authority: uka.se
                    topic: 
                        Naturvetenskap
                        Matematik
                    @attributes: 
                        lang: eng
                    topic: interpolation; Lions-Schechter's method; multi-dimensional rotundity; spectral inequalities; weak noncompactness
            language: 
                languageTerm: eng
            genre: 
                publication/journal-article
                ref
            note: 
                Published
                1
            name: 
                @attributes: 
                    type: personal
                    authority: du
                namePart: 
                    Fan
                    Ming
                role: 
                    roleTerm: aut
                affiliation: 
                    Högskolan Dalarna
                    Matematik/tillämpad matematik
                nameIdentifier: fmi
            originInfo: 
                dateIssued: 2006
            relatedItem: 
                @attributes: 
                    type: host
                titleInfo: 
                    title: Journal of Approximation Theory
                identifier: 
                    0021-9045
                    1096-0430
                part: 
                    detail: 
                            @attributes: 
                                type: volume
                            number: 140
                            @attributes: 
                                type: issue
                            number: 1
                    extent: 
                        start: 46
                        end: 60
            physicalDescription: 
                form: print
            typeOfResource: text