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Semantics and Set Theory
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Sun Jan 16 2000 at 7:14:45
Semantics
|
Set Theory
Since every
truth-value
(i.e.
semantic
) statement
can be translated
into a statement about
set
s, the set of semantic paradoxes (e.g. "
This statement is false
") has a
one-to-one correpondence
with the set of set-theory paradoxes (e.g. "
This assertion is a member of the set of false assertions
").
A Blather of Paradoxes
printable version
chaos
A Blather of Paradoxes
set theory
semantics
The day porn moved from film to video
The Cheshire Set
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Waclaw Sierpinski
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The value of infinity
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Proof by Assertion
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Richard Paradox
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Lotfi Zadeh
slowly changing dimension
omega-null
Instead of the single bullet theory
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Complement
assertion failure panic
Words that are supposedly untranslatable
set theory notation
zig
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