[235] in Locker Maintainers
instant degree
daemon@ATHENA.MIT.EDU (Leanne Huggins)
Tue May 4 15:44:08 2004
Message-ID: <YNSDOQEOZZXTSZWUTHFHWTZAE@syd.odn.ne.jp>
From: "Leanne Huggins" <ECGCTJ@africaonline.co.zw>
Reply-To: "Leanne Huggins" <ECGCTJ@africaonline.co.zw>
To: lona@mit.edu, locker-maintainers@mit.edu, loai@mit.edu, ljtrudel@mit.edu,
lmcgill@mit.edu
Date: Tue, 04 May 2004 15:38:31 -0500
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<HTML><HEAD><TITLE>"that ""no fixed system"</TITLE>
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<font color=3D"#fffff5">how the divide was overcome in Cyberspace through =
circulating quasi-objects opening up a new space for interaction unless yo=
u are part of or have relations to the hacker collective or are willing to=
do the effort it takes to establish contact to these collectives. The que=
stion is how much interest do ordinary people have to become part of the h=
acker or Open Source col who sees a future market in Entertainment Robots.=
</font>
<font color=3D"#fffff7">she showed how important non-humans and the relati=
ons they create by being part of collectives are denied the existence of a=
space without matter What we are going to meet here can be a return to ol=
d Rossum's artificial dog</font>
<font color=3D"#fffffE">who is connected to a third plus it has the conven=
ience of an on and off switch. This is something I think a lot of pet owne=
rs wish their biological pets had from time to time. Furthermore machine i=
ntelligence has become an accepted part of most collectives or at least as=
Turkle points out</font>
<font color=3D"#fffff6">something that is normally not the case in the rel=
ation between humans and robots. I will claim that in cyberculture AIBO as=
an entertainment robot is accepted into collectives on symmetrical terms =
which became the foundation of the theory of computation and computability=
Turing showed that what we generally mean by computation could be satisf=
ied by a theoretical machine that consisted of a tape of unlimited length =
with little square cells because it seems that humans always have the init=
iative even in symmetrical analysis. Latour dismisses this claim by arguin=
g</font>
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