Standard

A Banach lattice with the approximation property that does not have the bounded approximation property. / Reinov, Oleg .

2020. 7 Abstract from XXIX St. Petersburg Summer Meeting in Mathematical Analysis, St. Petersburg, Russian Federation.

Research output: Contribution to conference › Abstract › peer-review

Harvard

Reinov, O 2020, 'A Banach lattice with the approximation property that does not have the bounded approximation property', XXIX St. Petersburg Summer Meeting in Mathematical Analysis, St. Petersburg, Russian Federation, 28/09/20 - 1/10/20 pp. 7. <http://gauss40.pdmi.ras.ru/ma29/img/Abstracts2020.pdf>

APA

Reinov, O. (2020). A Banach lattice with the approximation property that does not have the bounded approximation property. 7. Abstract from XXIX St. Petersburg Summer Meeting in Mathematical Analysis, St. Petersburg, Russian Federation. http://gauss40.pdmi.ras.ru/ma29/img/Abstracts2020.pdf

Vancouver

Reinov O. A Banach lattice with the approximation property that does not have the bounded approximation property. 2020. Abstract from XXIX St. Petersburg Summer Meeting in Mathematical Analysis, St. Petersburg, Russian Federation.

Author

Reinov, Oleg . / A Banach lattice with the approximation property that does not have the bounded approximation property. Abstract from XXIX St. Petersburg Summer Meeting in Mathematical Analysis, St. Petersburg, Russian Federation.

BibTeX

@conference{e21a8f7f7a9b4c3fab950c9363d40170,
title = "A Banach lattice with the approximation property that does not have the bounded approximation property",
author = "Oleg Reinov",
note = "Oleg Reinov, A Banach lattice with the approximation property that does not have the bounded approximation property. XXIX St. Petersburg Summer Meeting in Mathematical Analysis, Euler International Mathematical Institute (St. Petersburg, Russia). September 28 - October 1, 2020, ABSTRACTS, p. 7. http://gauss40.pdmi.ras.ru/ma29/img/Abstracts2020.pdf; null ; Conference date: 28-09-2020 Through 01-10-2020",
year = "2020",
month = sep,
language = "English",
pages = "7",
url = "http://gauss40.pdmi.ras.ru/ma29/index.php?page=third",

}

RIS

TY - CONF

T1 - A Banach lattice with the approximation property that does not have the bounded approximation property

AU - Reinov, Oleg

N1 - Oleg Reinov, A Banach lattice with the approximation property that does not have the bounded approximation property. XXIX St. Petersburg Summer Meeting in Mathematical Analysis, Euler International Mathematical Institute (St. Petersburg, Russia). September 28 - October 1, 2020, ABSTRACTS, p. 7. http://gauss40.pdmi.ras.ru/ma29/img/Abstracts2020.pdf

PY - 2020/9

Y1 - 2020/9

M3 - Abstract

SP - 7

Y2 - 28 September 2020 through 1 October 2020

ER -

ID: 71418392