Standard

Asymptotic form of the wave function of few particles in the continuum. / Яковлев, Сергей Леонидович.

2019. 222 Abstract from LXIX International Conference “Nucleus 2019” on nuclear spectroscopy and nuclear structure “Fundamental Problems of Nuclear Physics, Nuclear at Borders of Nuclear Stability, High Technologies”, Дубна, Russian Federation.

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

Harvard

Яковлев, СЛ 2019, 'Asymptotic form of the wave function of few particles in the continuum', LXIX International Conference “Nucleus 2019” on nuclear spectroscopy and nuclear structure “Fundamental Problems of Nuclear Physics, Nuclear at Borders of Nuclear Stability, High Technologies”, Дубна, Russian Federation, 1/07/19 - 5/07/19 pp. 222. <https://indico.jinr.ru/event/706/attachments/4509/5761/Book_of_abstracts.pdf>

APA

Яковлев, С. Л. (2019). Asymptotic form of the wave function of few particles in the continuum. 222. Abstract from LXIX International Conference “Nucleus 2019” on nuclear spectroscopy and nuclear structure “Fundamental Problems of Nuclear Physics, Nuclear at Borders of Nuclear Stability, High Technologies”, Дубна, Russian Federation. https://indico.jinr.ru/event/706/attachments/4509/5761/Book_of_abstracts.pdf

Vancouver

Яковлев СЛ. Asymptotic form of the wave function of few particles in the continuum. 2019. Abstract from LXIX International Conference “Nucleus 2019” on nuclear spectroscopy and nuclear structure “Fundamental Problems of Nuclear Physics, Nuclear at Borders of Nuclear Stability, High Technologies”, Дубна, Russian Federation.

Author

Яковлев, Сергей Леонидович. / Asymptotic form of the wave function of few particles in the continuum. Abstract from LXIX International Conference “Nucleus 2019” on nuclear spectroscopy and nuclear structure “Fundamental Problems of Nuclear Physics, Nuclear at Borders of Nuclear Stability, High Technologies”, Дубна, Russian Federation.

BibTeX

@conference{63be96062489431f899da3021e902c2c,
title = "Asymptotic form of the wave function of few particles in the continuum",
abstract = "The asymptotic form of the wave function of a few-particle system in the continuum is described. The contribution of the rescattering processes in the leading terms of the asymptotic behavior of the wave function is analyzed. The hyperradial asymptotic behavior of the wave function is found after averaging over the hyperspherical angular variable. The perspective of applications to the analysis of the few neutron system is discussed.",
author = "Яковлев, {Сергей Леонидович}",
note = "LXIX INTERNATIONAL CONFERENCE “NUCLEUS-2019” ON NUCLEAR SPECTROSCOPY AND NUCLEAR STRUCTURE “Fundamental Problems of Nuclear Physics, Nuclei at Borders of Nucleon Stability, High Technologies” Dedicated to the International Year of the Periodic Table of Chemical Elements Dubna, Russia, 1–5 July 2019 BOOK OF ABSTRACTS Edited by V. V. Samarin and M. A. Naumenko page 222; LXIX International Conference “Nucleus 2019” on nuclear spectroscopy and nuclear structure “Fundamental Problems of Nuclear Physics, Nuclear at Borders of Nuclear Stability, High Technologies”, Nucleus 2019 ; Conference date: 01-07-2019 Through 05-07-2019",
year = "2019",
language = "English",
pages = "222",

}

RIS

TY - CONF

T1 - Asymptotic form of the wave function of few particles in the continuum

AU - Яковлев, Сергей Леонидович

N1 - LXIX INTERNATIONAL CONFERENCE “NUCLEUS-2019” ON NUCLEAR SPECTROSCOPY AND NUCLEAR STRUCTURE “Fundamental Problems of Nuclear Physics, Nuclei at Borders of Nucleon Stability, High Technologies” Dedicated to the International Year of the Periodic Table of Chemical Elements Dubna, Russia, 1–5 July 2019 BOOK OF ABSTRACTS Edited by V. V. Samarin and M. A. Naumenko page 222

PY - 2019

Y1 - 2019

N2 - The asymptotic form of the wave function of a few-particle system in the continuum is described. The contribution of the rescattering processes in the leading terms of the asymptotic behavior of the wave function is analyzed. The hyperradial asymptotic behavior of the wave function is found after averaging over the hyperspherical angular variable. The perspective of applications to the analysis of the few neutron system is discussed.

AB - The asymptotic form of the wave function of a few-particle system in the continuum is described. The contribution of the rescattering processes in the leading terms of the asymptotic behavior of the wave function is analyzed. The hyperradial asymptotic behavior of the wave function is found after averaging over the hyperspherical angular variable. The perspective of applications to the analysis of the few neutron system is discussed.

M3 - Abstract

SP - 222

T2 - LXIX International Conference “Nucleus 2019” on nuclear spectroscopy and nuclear structure “Fundamental Problems of Nuclear Physics, Nuclear at Borders of Nuclear Stability, High Technologies”

Y2 - 1 July 2019 through 5 July 2019

ER -

ID: 50460685