dc.contributor.advisor Seip, Kristian dc.contributor.advisor Brevig, Ole Fredrik dc.contributor.author Søvik, Øistein dc.date.accessioned 2017-07-05T14:00:56Z dc.date.available 2017-07-05T14:00:56Z dc.date.created 2017-05-31 dc.date.issued 2017 dc.identifier ntnudaim:16207 dc.identifier.uri http://hdl.handle.net/11250/2447964 dc.description.abstract The purpose of this thesis is to explore the relation between the classical Hardy space of analytic functions and the Hardy space of Dirichlet series. Two chapters are devoted to developing the basic properties of these spaces. In the remaining two chapters we study Nehari's theorem -- both in the classical and multiplicative setting -- as a concrete example of the usefulness of the interplay between the space of Dirichlet series and the space of analytic functions on the infinite-dimensional polydisc. dc.language eng dc.publisher NTNU dc.subject Lektorutdanning i realfag for trinn 8 -13, Matematikk og fysikk dc.title Hankel forms and Nehari's theorem dc.type Master thesis
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