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Theory 🔍
De Gruyter studies in mathematical physics -- vol. 21, Cop. 2014, Germany, 2014
元数据 · 英语 [en] · 2014 · 📗 未知类型的图书 · rgb · RSL 007534287
描述
The general relativistic two-body problem / Thibault Damour
Hamiltonian dynamics of spinning compact binaries through high post-Newtonian approximations / Gerhard Schäfer
Covariant theory of the post-Newtonian equations of motion of extended bodies / Yi Xie and Sergei Kopeikin
On the DSX-framework / Michael Soffel
General relativistic theory of light propagation in multipolar gravitational fields / Pavel Korobkov and Sergei Kopeikin
On the backreaction problem in cosmology / Toshifumi Futamase
Post-Newtonian approximations in cosmology / Alexander Petrov and Sergei Kopeikin.
元数据中的注释
Includes bibliographical references and index
元数据中的注释
РГБ
元数据中的注释
Russian State Library [rgb] MARC:
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=020 \\ $a 978-3-11-033747-1
=020 \\ $a 978-3-11-033749-5 (e-book)
=020 \\ $a 978-3-11-035932-9 (set)
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=041 0\ $a eng
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=084 \\ $a В313.32,0 $2 rubbk
=245 00 $a Theory
=260 \\ $a Cop. 2014
=300 \\ $a XVIII, 401 с. $b ил.
=336 \\ $a текст (text) $b txt $2 rdacontent
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=338 \\ $a том (volume) $b nc $2 rdacarrier
=490 0\ $a De Gruyter studies in mathematical physics $v vol. 21 $x 2194-3532
=504 \\ $a Includes bibliographical references and index
=505 0\ $a The general relativistic two-body problem / Thibault Damour -- Hamiltonian dynamics of spinning compact binaries through high post-Newtonian approximations / Gerhard Schäfer -- Covariant theory of the post-Newtonian equations of motion of extended bodies / Yi Xie and Sergei Kopeikin -- On the DSX-framework / Michael Soffel -- General relativistic theory of light propagation in multipolar gravitational fields / Pavel Korobkov and Sergei Kopeikin -- On the backreaction problem in cosmology / Toshifumi Futamase -- Post-Newtonian approximations in cosmology / Alexander Petrov and Sergei Kopeikin.
=773 18 $7 nnam $g Vol. 1 $t Frontiers in relativistic celestial mechanics [Текст] / ed. by Sergei M. Kopeikin $d Berlin ; Boston : De Gruyter, cop. 2014 $h 24 см $k (De Gruyter studies in mathematical physics, ISSN 2194-3532) $w 007576665
=852 0\ $a РГБ $b FB $h 15 14-3/20 $x 71
开源日期
2024-09-19
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