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Alireza Ranjbar-Motlagh | A note on the Poincar e inequality

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Her dissertation, Bornes supérieures pour les valeurs propres d’opérateurs naturels sur Les variétés riemanniennes compactes, was jointly supervised by Bruno Colbois of Neuchâtel, Ahmad El Soufi of Tours, and Alireza Ranjbar-Motlagh of Sharif.

Ranjbar-Motlagh,Alireza Ranjbar-Motlagh, Alireza A non-existence theorem for isometric immersions. (English) Zbl 1165.53034 J. Geom. Phys. 59, No. 3, 263-266 (2009). Thesis (Ph.D.){New York University. 1998. 108 pp. ISBN 978-0591-84640-9

A note on the Poincar e inequality

alireza ranjbar posted on LinkedIn

Morteza Mohammad-Nouri Alireza Sarve-Niazi Roya Beheshti Hossein Movasati Saeed Salehi Purmehr Ehsan Arabzadeh Majid Mohajerani Ghasem Exiri-Fard Kurosh Aliyani Alireza Ranjbar-Motlagh Arash Rastegar Ramin Golestanian Rashid Zaare-Nahandi Hossein Haji-Abolhassan Mohammad Reza Pournaki Aref Razani Hossein Movasati Meysam Nasiri Mehdi Teymuri

The purpose of this article is to study the isometries between vector-valued absolutely continuous function spaces, over compact subsets of the real line. Indeed, under certain conditions, it is show Rigidity of spheres in Riemannian manifolds and a non-embedding theorem Published: June 2001 Volume 32, pages 159–171, (2001) Cite this article Download PDF Alireza Ranjbar-Motlagh 112 Accesses Explore all metrics This article characterizes the isometries between spaces of all differentiable functions from a compact interval of the real line into a strictly convex Banach space.

Alireza Ranjbar-Motlagh Keywords Hyperbolic spaces group actions hyperbolic groups Kleinian groups quasi-convexity quasi-isometry geometrically finite groups [AMS classification codes] 53A35 [AMS classification codes] 20F32

Alireza Ranjbar-Motlagh (Tehran) the triangle compari f he change of 1. Introduction. The purpose of this paper is to prove the Poincare type inequality for metric-measure spaces, that is, metric spaces (X; d) with Alireza Ranjbar-Motlagh Department of Mathematical Sciences Sharif University of Technology Semantic Scholar profile for Alireza Ranjbar-Motlagh, with 6 highly influential citations and 18 scientific research papers.

  • A non-existence theorem for isometric immersions
  • C:/Rietz/ZAA/E M S/Heft28-3/ranmotpri.dvi
  • A Remark on Isometries of Absolutely Continuous Spaces

Ph.D. New York University 1998بيانات Wikidata item الإنجليزية Q102187737 ٠ مرجع instance of الإنجليزية إنسان ١ مراجع Imported from Wikidata item الإنجليزية Q102187737 educated at الإنجليزية جامعة نيويورك لانگون الصحي ١ مراجع Imported from Wikidata item الإنجليزية Q102187737 doctoral advisor Ergebnis der Suche nach: idn=1326431137 Treffer 1 von 1  Link zu diesem Datensatz https://d-nb.info/1326431137 Titel Rigidity of spheres in Riemannian manifolds and a non-embedding theorem / by Alireza Ranjbar-Motlagh Person (en) Ranjbar-Motlagh, Alireza (Verfasser) Organisation (en) SpringerLink (Online service) (Sonstige) Umfang/Format Alireza Ranjbar-Motlagh New York University, Graduate School of Arts and Science, 1998 – 216 pages

Nash-Type Inequalities on Metric-Measure Spaces

January 2009 Zeitschrift für Analysis und ihre Anwendungen 28 (3):249-275 DOI: 10.4171/ZAA/1384 Authors: Alireza Ranjbar-Motlagh Sharif University of Technology Citations (1) References (16) The main purpose of this article is to generalize a characterization of constant functions to the context of metric-measure spaces. In fact, we approx

在线阅读或从Z-Library免费下载书籍: The action of groups on hyperbolic spaces, 作者: Alireza Ranjbar-Motlagh, ISBN: 10.1016/0926-2245 (96)89147-9, 年: 1996, 语言: English, 格式: PDF, 文件大小: 824 KB Vereinbaren Sie online einen Termin mit Kinderarzt Prof. Dr. Alireza Ranjbar: Praxis. Adresse: Heinrich-Sauer-Straße 8, 53111 Bonn. Vereinbaren Sie einen Termin mit Prof. Dr. med. Ali-Reza Ranjbar (Kinder- und Jugendarzt) aus Bonn – Informieren Sie sich zu Erfahrungsberichten, Kontaktinformationen und Kosten.

  • Prof. Dr. med. Ali-Reza Ranjbar
  • Analysis on Metric-measure Spaces
  • DNB, Katalog der Deutschen Nationalbibliothek
  • On harmonic maps from stochastically complete manifolds

Alireza Ranjbar on LinkedIn: اولین باری که فرصت حضور در یک جلسه استماع ...

Department of Mathematical Sciences, Sharif University of Technology, P. O. Box, 11365-9415 Tehran, Iran Alireza Ranjbar-Motlagh, Department of Mathematical Sciences An integral type characterization of Lipschitz functions over metric-measure spaces Alireza Ranjbar-Motlagh Show more Add to Mendeley Cite

Generalizations of the Liouville theorem Alireza Ranjbar-Motlagh 1 Show more Add to Mendeley Cite Ranjbar-Motlagh, Alireza (2022) Besov type function spaces defined on metric-measure spaces. Journal of Mathematical Analysis and Applications, 505 (2) 125508pp. doi Je remercie vivement Alireza Ranjbar-Motlagh qui m’a laissée une grande liberté dans mon choix de sujet de thèse. Merci pour son soutien et pour m’avoir encouragé à faire ma thèse dans le cadre d’une convention cotutelle.

Besov type function spaces defined on metric-measure spaces Journal of Mathematical Analysis and Applications ( IF1.2 ) Pub Date : 2021-07-21, DOI: 10.1016/j.jmaa.2021.125508 Alireza Ranjbar-Motlagh 1

Co-Authors Alireza Ranjbar-Motlagh Sharif University of Technology Papers International Co-Authors Current Year Stat: Publications Overview Scopus Update: 2025-04-20 Profile Views: 1982 21Papers 20042024 60Citations 20042024 6G-Index 20042024 21First-Author Papers 21 Corresponding-Author Papers 1 International Papers 2.85 Citations per Papers Alireza Ranjbar-Motlagh Abstract. The main purpose of this article is to generalize a theorem of Stepanov which provides a necessary and sufficient condition for almost everywhere differen-tiability of functions over Euclidean spaces. We state and prove an Lp-type gener-alization of the Stepanov theorem and then we extend it to the context of Orlicz spaces. Then, this generalized

In this article, the Poincare inequality is extended to quite general abstract metric-measure spaces, that is, a metric space (X, d) with a measure \i (see [7, 12, 20] for the basic definitions). Recently, many authors have studied the Sobolev spaces for maps over abstract spaces. See for instance Heinonen [12] and the references therein. A Poincare type inequality is one of the The aim of this article is to extend the Pólya-Szegő type inequalities in the setting of abstract spaces satisfying a generalization of the

Alireza Ranjbar-Motlagh Published15 November 2019 Mathematics Journal of Mathematical Analysis and Applications View via Publisher Save to Library Create Alert Cite An embedding theorem for Sobolev type functions with gradients in a Lorentz space Alireza Ranjbar-Motlagh Studia Mathematica (2009) Volume: 191, Issue: 1, page 1-9 ISSN: 0039-3223 Access Full Article Access to full text Full (PDF) Abstract The purpose of this paper is to prove an embedding theorem for Sobolev type functions whose gradients are in a Lorentz space, in the