A Gentle Introduction in the Bellman Function Technique

Alexander M. Stokolos

A Gentle Introduction in the Bellman Function Technique

Mathematical Sciences

Research output: Contribution to conference › Presentation

Abstract

I will explain how the Bellman Function methodology is working on examples of Young, Hoelder and Hardy-Littlewood-Doob inequalities. The last one is a joint result with Leonid Slavin and Vasily Vasyunin.

Original language	American English
State	Published - Apr 15 2009
Event	University of Arkansas Spring Lecture Series - Fayetteville, AR Duration: Apr 15 2009 → …

Conference

Conference	University of Arkansas Spring Lecture Series
Period	04/15/09 → …

Disciplines

Mathematics

Keywords

Bellman Function methodology
Hardy-Littlewood-Doob inequlaities

Cite this

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title = "A Gentle Introduction in the Bellman Function Technique",

abstract = " I will explain how the Bellman Function methodology is working on examples of Young, Hoelder and Hardy-Littlewood-Doob inequalities. The last one is a joint result with Leonid Slavin and Vasily Vasyunin.",

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note = "{"}New Developments on the Discrepancy Function and Related Results.{"} A series of five lectures by Michael Lacey (Georgia Institute of Technology). April 15-17, 2009 Oleksandra Beznosova (University of Missouri at Columbia) Dmitriy Bilyk (University of South Carolina) Adam Bowers (University of Missouri at Columbia) Jeremy Chapman (University of Missouri at Columbia) David Covert (University of Missouri at Columbia) Valerie Granger (University of Missouri at Columbia) Philip T.; University of Arkansas Spring Lecture Series ; Conference date: 15-04-2009",

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PY - 2009/4/15

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N2 - I will explain how the Bellman Function methodology is working on examples of Young, Hoelder and Hardy-Littlewood-Doob inequalities. The last one is a joint result with Leonid Slavin and Vasily Vasyunin.

AB - I will explain how the Bellman Function methodology is working on examples of Young, Hoelder and Hardy-Littlewood-Doob inequalities. The last one is a joint result with Leonid Slavin and Vasily Vasyunin.

KW - Bellman Function methodology

KW - Hardy-Littlewood-Doob inequlaities

UR - https://fulbright.uark.edu/departments/math/research/spring-lecture-series/spring-lecture-series-archives/34th-spring-lecture-series.php

M3 - Presentation

T2 - University of Arkansas Spring Lecture Series

Y2 - 15 April 2009

ER -

A Gentle Introduction in the Bellman Function Technique

Abstract

Conference

Disciplines

Keywords

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Cite this