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About resolving set theoretic paradoxes

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Zuhair

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Aug 6, 2012, 6:51:45 AM8/6/12
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This is a presentation of a methodology to deal with paradoxes. The
theory depicted actually have the potential to avoid paradoxes but a
"confusion" would be emerge that needs to be clarified. The short
article shows that this can be possibly done. It requires less demand
for acyclicity than the ordinary criterion of stratification, which
may be a step forwards in extending our definitional coverage over
sets (Comprehension). See: http://zaljohar.tripod.com/lmst.pdf

In previous posts I also had presented a theory that manage to avoid
known paradoxes under the title Disguised Set Theory (http://
zaljohar.tripod.com/dst.pdf). It also replaces paradoxes with
"confusion", actually Disguised set theory might be the hardest theory
to work with ever.

Zuhair
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