antimony in naive set theory

Antinomy in naive set theory is a self-contradictory situation arising from unrestricted set formation, where seemingly valid principles lead to paradoxical sets such as the set of all sets that do not contain themselves.

Aliases (2)

• result in set theory ×3
• illustration of Russell's paradox ×1

Instances (5)

• Barber paradox via concept surface "illustration of Russell's paradox"
• Cantor’s paradox via concept surface "result in set theory"
• von Neumann paradox in set theory via concept surface "result in set theory"
• Russell’s paradox
• Cantor’s theorem via concept surface "result in set theory"