Icebreaker
If every part of a ship is replaced once, is it still the same ship?
The discussion revolves around the philosophical question of whether a ship remains the same entity if every part is replaced. This inquiry touches on concepts of identity, the nature of objects, and the implications of change, drawing on the classic Ship of Theseus paradox.
Participants express a range of views, with no consensus reached. Some believe the ship retains its identity through arrangement, while others argue it becomes a different ship upon complete part replacement. The discussion remains unresolved with multiple competing perspectives.
Participants explore various assumptions about identity, observer knowledge, and the implications of physical versus conceptual continuity. The discussion includes references to historical philosophical debates and modern examples, highlighting the complexity of the topic.
Icebreaker said:If every part of a ship is replaced once, is it still the same ship?
russ_watters said:I think SA's implication provides its own explanation: because what makes it a "ship" is the arrangement of the parts, not the parts themselves. That's why the whole is greater than the sum of its parts.
Icebreaker said:If every part of a ship is replaced once, is it still the same ship?
Not true at all. Take a pile of parts and try to sell it for the same price as a fully-assembled ship and see if you can. If nothing else, the labor required to build it is part of the cost of the ship and that is not a price that's included in the sum of the parts alone.<<<GUILLE>>> said:the sum of the parts can never be greater or smaller than the total. because then the total, is a different total. it is the total of the sum of the parts now.
russ_watters said:Not true at all. Take a pile of parts and try to sell it for the same price as a fully-assembled ship and see if you can. If nothing else, the labor required to build it is part of the cost of the ship and that is not a price that's included in the sum of the parts alone.
Are you being purposely obtuse? That's exactly what is meant by the statement!<<<GUILLE>>> said:oh, no.
Don't use this logic to proof. I am saying that the sum of the parts is always eqaul to the total: and this IS TRUE no matter what you say. What you demostrated me, and in a very particular way that I find very interesting, is that the cost of the parts isn't equal to the cost of the boat.
russ_watters said:Are you being purposely obtuse? That's exactly what is meant by the statement!
"The whole is greater than the sum of its parts" is a very, very common saying. In this case, what it means is that the boat is worth more than the sum of its parts. Have you just not heard it before?
because what makes it a "ship" is the arrangement of the parts, not the parts themselves. That's why the whole is greater than the sum of its parts.