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2014:tim_maudlin [2014/06/24 09:30]
berislav
2014:tim_maudlin [2014/07/29 11:48]
berislav
Line 1: Line 1:
 ====== Galilean Relativity and the Lorentz Contraction ====== ====== Galilean Relativity and the Lorentz Contraction ======
-[[http://​philosophy.fas.nyu.edu/​object/​timmaudlin.html|Tima Maudlin]] +[[http://​philosophy.fas.nyu.edu/​object/​timmaudlin.html|Tim Maudlin]] 
-\\ //​Department of Philosophy, New York University//​+\\ <fs 75%> ​//​Department of Philosophy, New York University//​</fs>
 <​blockquote>​ <​blockquote>​
 It is often said that one of the fundamental principles of both classical physics and Relativity is Galilean relativity or “the equivalence of all inertial frames”. I will discuss the precise phenomenon that Galileo remarked in On The Two Chief World Systems, and the relation of that phenomenon to both coordinate transformations and to symmetries of space-time. This yields two different ways to address the question of whether the Lorentz contraction in Relativity is a physical effect. It is often said that one of the fundamental principles of both classical physics and Relativity is Galilean relativity or “the equivalence of all inertial frames”. I will discuss the precise phenomenon that Galileo remarked in On The Two Chief World Systems, and the relation of that phenomenon to both coordinate transformations and to symmetries of space-time. This yields two different ways to address the question of whether the Lorentz contraction in Relativity is a physical effect.
 </​blockquote>​ </​blockquote>​
  
 +{{url>​http://​www.pmfst.hr/​~sokolic/​lib/​exe/​fetch.php?​media=presentation_split_maudlin.pdf 650px}}
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-[{{http://​philosophy.fas.nyu.edu/​props/​IO/​21002/​42/​maudlin.jpg|Tima Maudlin}}]+
 {{wp>​Tim_Maudlin}} ​ {{wp>​Tim_Maudlin}} ​
-{{amazon>​en:​0199575371 noprice =0}} +[{{http://​philosophy.fas.nyu.edu/​props/​IO/​21002/​42/​maudlin.jpg|Tim Maudlin}}] 
-{{amazon>​en:​0691143099 noprice =0}} + 
-{{amazon>​en:​1444331272 noprice =0}}+|{{amazon>​en:​0198701306 noprice =0}}| 
 +|{{amazon>​en:​0199575371 noprice =0}}| 
 +|{{amazon>​en:​0691143099 noprice =0}}| 
 +|{{amazon>​en:​1444331272 noprice =0}}|