Standard

Symmetrical Rectilinear Orbits in the Three-Body Problem. Variational Approach. / Titov, B.B.

Proceedings of workgroup "Resonances, Stabilization, and Stable Chaos in Hierarchical Triple Systems", Tokio. 2009. стр. 85-89.

Результаты исследований: Публикации в книгах, отчётах, сборниках, трудах конференций › статья в сборнике

Harvard

Titov, BB 2009, Symmetrical Rectilinear Orbits in the Three-Body Problem. Variational Approach. в Proceedings of workgroup "Resonances, Stabilization, and Stable Chaos in Hierarchical Triple Systems", Tokio. стр. 85-89.

APA

Titov, B. B. (2009). Symmetrical Rectilinear Orbits in the Three-Body Problem. Variational Approach. в Proceedings of workgroup "Resonances, Stabilization, and Stable Chaos in Hierarchical Triple Systems", Tokio (стр. 85-89)

Vancouver

Titov BB. Symmetrical Rectilinear Orbits in the Three-Body Problem. Variational Approach. в Proceedings of workgroup "Resonances, Stabilization, and Stable Chaos in Hierarchical Triple Systems", Tokio. 2009. стр. 85-89

Author

Titov, B.B. / Symmetrical Rectilinear Orbits in the Three-Body Problem. Variational Approach. Proceedings of workgroup "Resonances, Stabilization, and Stable Chaos in Hierarchical Triple Systems", Tokio. 2009. стр. 85-89

BibTeX

@inbook{48d15140775545b29b9223e1e83e521e,
title = "Symmetrical Rectilinear Orbits in the Three-Body Problem. Variational Approach",
author = "B.B. Titov",
year = "2009",
language = "не определен",
pages = "85--89",
booktitle = "Proceedings of workgroup {"}Resonances, Stabilization, and Stable Chaos in Hierarchical Triple Systems{"}, Tokio",

}

RIS

TY - CHAP

T1 - Symmetrical Rectilinear Orbits in the Three-Body Problem. Variational Approach

AU - Titov, B.B.

PY - 2009

Y1 - 2009

M3 - статья в сборнике

SP - 85

EP - 89

BT - Proceedings of workgroup "Resonances, Stabilization, and Stable Chaos in Hierarchical Triple Systems", Tokio

ER -

ID: 4469012