Travelling North aka miscellaneous thoughts on Wolfe
brunians at brunians.org · 10 Jun 2010, 14:07
· from 2010-June.txt.gz
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From: brunians at brunians.org (brunians at brunians.org) Date: Thu, 10 Jun 2010 10:07:39 -0400 Subject: (urth) Travelling North aka miscellaneous thoughts on Wolfe In-Reply-To: <4C10EEB2.9070808 at lpthe.jussieu.fr> References: <SNT123-W47BC00C2E9783E7A5CF620CFD20 at phx.gbl> <C2CE3719C3A64EE1BFB6B809D270BD3C@jill> <4C0BF0C6.7050401 at io.com> <BE80B5387D094B30943EE7105A94DB0D@jill> <4C0D1AD5.2000205 at gmail.com> <1C3CB717443B4FB5B23653467BA709EA@jill> <AANLkTiluLmYCOAJmZVJNTmh5G7m86ODAKhpG0b4CxkjU at mail.gmail.com> <19DE1994772240508E392EC950186D6C@jill> <4C10968B.30007 at io.com> <A2B1156C2D544E49B6EF1797A6292750@jill> <AANLkTil9Jo-vh1GsBMLxpJq8bnAj_QMrfTqyfFpNi1Wj at mail.gmail.com> <4C10EEB2.9070808 at lpthe.jussieu.fr> Message-ID: <e352a034e08a4951040a40e10ccfce4a.squirrel at brunians.org> Cool. . > That is incorrect. Some quantities might become imaginary but that is a > mathematical artefact. > The real point is, if you combine faster than light travel and Lorentz > invariance of the laws of physics (the invariance principle that is the > basis of Einstein's theory of special relativity), then you can indeed > have trajectories which connect two arbitrary points of spacetime i.e. > in a given reference frame it will look like you can move freely forward > or backwards in time (you're not going ``straight'' into the past -- > you're making little loops, like travelling to a distant star faster > than light and then coming back the same way). > > On 06/10/2010 03:45 PM, Jack Smith wrote: >> >> >> It is also not clear that moving faster than the speed of light >> would allow you to go backward in time. If the mathematics of >> the relativity equations correctly describes reality, then a >> velocity greater than the speed of light puts you not into >> negative time but into imaginary time. >> >> > > _______________________________________________ > Urth Mailing List > To post, write urth at urth.net > Subscription/information: http://www.urth.net
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