A Quantitative Coulhon-Lamberton Theorem

Forskningsoutput: Kapitel i bok/rapport/konferenshandlingKapitelVetenskapligPeer review

Originalspråkengelska
Titel på gästpublikationOPERATOR SEMIGROUPS MEET COMPLEX ANALYSIS, HARMONIC ANALYSIS AND MATHEMATICAL PHYSICS
RedaktörerW Arendt, R Chill, Y Tomilov
Antal sidor7
FörlagBirkhäuser
Utgivningsdatum2015
Sidor273-279
ISBN (tryckt)978-3-319-18493-7
ISBN (elektroniskt)978-3-319-18494-4
StatusPublicerad - 2015
MoE-publikationstypA3 Del av bok eller annan forskningsbok

Publikationsserier

NamnOperator Theory Advances and Applications
FörlagBIRKHAUSER VERLAG AG
Volym250
ISSN (tryckt)0255-0156

Vetenskapsgrenar

  • 111 Matematik
  • 114 Fysik

Citera det här

Hytönen, T. P. (2015). A Quantitative Coulhon-Lamberton Theorem. I W. Arendt, R. Chill, & Y. Tomilov (Red.), OPERATOR SEMIGROUPS MEET COMPLEX ANALYSIS, HARMONIC ANALYSIS AND MATHEMATICAL PHYSICS (s. 273-279). (Operator Theory Advances and Applications; Vol. 250). Birkhäuser.
Hytönen, Tuomas P. / A Quantitative Coulhon-Lamberton Theorem. OPERATOR SEMIGROUPS MEET COMPLEX ANALYSIS, HARMONIC ANALYSIS AND MATHEMATICAL PHYSICS. redaktör / W Arendt ; R Chill ; Y Tomilov. Birkhäuser, 2015. s. 273-279 (Operator Theory Advances and Applications).
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title = "A Quantitative Coulhon-Lamberton Theorem",
keywords = "Maximal regularity, Poisson semigroup, Fourier multiplier, UMD space, Hilbert transform, MULTIPLIERS, SPACES, 111 Mathematics, 114 Physical sciences",
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language = "English",
isbn = "978-3-319-18493-7",
series = "Operator Theory Advances and Applications",
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booktitle = "OPERATOR SEMIGROUPS MEET COMPLEX ANALYSIS, HARMONIC ANALYSIS AND MATHEMATICAL PHYSICS",
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Hytönen, TP 2015, A Quantitative Coulhon-Lamberton Theorem. i W Arendt, R Chill & Y Tomilov (red), OPERATOR SEMIGROUPS MEET COMPLEX ANALYSIS, HARMONIC ANALYSIS AND MATHEMATICAL PHYSICS. Operator Theory Advances and Applications, vol. 250, Birkhäuser, s. 273-279.

A Quantitative Coulhon-Lamberton Theorem. / Hytönen, Tuomas P.

OPERATOR SEMIGROUPS MEET COMPLEX ANALYSIS, HARMONIC ANALYSIS AND MATHEMATICAL PHYSICS. red. / W Arendt; R Chill; Y Tomilov. Birkhäuser, 2015. s. 273-279 (Operator Theory Advances and Applications; Vol. 250).

Forskningsoutput: Kapitel i bok/rapport/konferenshandlingKapitelVetenskapligPeer review

TY - CHAP

T1 - A Quantitative Coulhon-Lamberton Theorem

AU - Hytönen, Tuomas P.

PY - 2015

Y1 - 2015

KW - Maximal regularity

KW - Poisson semigroup

KW - Fourier multiplier

KW - UMD space

KW - Hilbert transform

KW - MULTIPLIERS

KW - SPACES

KW - 111 Mathematics

KW - 114 Physical sciences

M3 - Chapter

SN - 978-3-319-18493-7

T3 - Operator Theory Advances and Applications

SP - 273

EP - 279

BT - OPERATOR SEMIGROUPS MEET COMPLEX ANALYSIS, HARMONIC ANALYSIS AND MATHEMATICAL PHYSICS

A2 - Arendt, W

A2 - Chill, R

A2 - Tomilov, Y

PB - Birkhäuser

ER -

Hytönen TP. A Quantitative Coulhon-Lamberton Theorem. I Arendt W, Chill R, Tomilov Y, redaktörer, OPERATOR SEMIGROUPS MEET COMPLEX ANALYSIS, HARMONIC ANALYSIS AND MATHEMATICAL PHYSICS. Birkhäuser. 2015. s. 273-279. (Operator Theory Advances and Applications).