1 / 35
文档名称:

Time Travel Paradoxes, Path Integrals and the Many Worlds Interpretation of Quantum Mechanics (article) [2004 Allen Everett; Tufts University].pdf

格式:pdf   页数:35
下载后只包含 1 个 PDF 格式的文档,没有任何的图纸或源代码,查看文件列表

如果您已付费下载过本站文档,您可以点这里二次下载

Time Travel Paradoxes, Path Integrals and the Many Worlds Interpretation of Quantum Mechanics (article) [2004 Allen Everett; Tufts University].pdf

上传人:kuo08091 2014/5/14 文件大小:0 KB

下载得到文件列表

Time Travel Paradoxes, Path Integrals and the Many Worlds Interpretation of Quantum Mechanics (article) [2004 Allen Everett; Tufts University].pdf

文档介绍

文档介绍:arXiv:gr-qc/0410035 v1 7 Oct 2004
omoeitrc ihi osrnl htte r oe in boken are they obj that strongly macroscopic . so if th it fragments. only with When viable interact wormhole machine. is tha approach time a device this other the that or thi finds of wormhole in one time a that resolution from find the emerging We of jects taken interpretation“. be worlds must “many account that the matrix, density in the occur using argued, improbabl has that Deutsch so certain. evolution preservi Pol the time related; that the to are show modifying similar by violation we paradoxes unitarity model integrals, of path a and using In paradoxes and states (CTCs). pure curves suming timelike closed with
ieTae aaoe,Pt nerl,adteMn olsI Worlds Many the and Integrals, Path Paradoxes, Travel Time
ecnie w prahst vdn aaoe nqatmm quantum in paradoxes evading to approaches two consider We
eateto hsc n srnm n nttt fCosmol of Institute and Astronomy and Physics of Department
fQatmMechanics Quantum of
ut University Tufts
le Everett Allen
Abstract
1
guiaiyavoids unitarity ng
aaoe onot do paradoxes
e events e
cstraversing ects
omicroscopic to
nterpretation
eet ob- detects t
rbesof problems
approach s
te’,as- itzer’s,
si done is is
echanics
ogy
I. Introduction
There has recently been a good deal of interest in possible spacetimes
containing closed timelike curves (CTCs) arising either from the presence
of traversable wormholes [1] or from the warping of spacetime in such a
way as to allow superluminal travel[2], with the possibility of CTC’s as a
consequence[3-5]. A variety of theoretical considerations (e. g., Refs. 6-8),
either general or addressed to specific models, have been advanced which
suggest that the formation of CTC’s is not possible. However, while some of
these considerations are very persuasive, none appear conclusive[9].
In addition to the problems discussed in the references already cited,
CTC’s lead to the well known problems with