The Indiscerniblity of Identicals is the principle that if two
objects are absolutely identical then they must be
indistinguishable from one another with respect to all of their
properties. But does that include the context of the identical
objects? The notion of identical gives rise to many philosophical
problems, including: 1. What does it mean for an object to be the
same as itself? 2. If x and y are identical (are the same thing),
must they always be identical? Are they necessarily identical? 3.
What does it mean for an object to be the same, if it changes over
time? (Is applet the same as applet+1?) 4. If an object's parts are
entirely replaced over time, in what way is it the same?
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