100% satisfaction guarantee Immediately available after payment Both online and in PDF No strings attached 4.2 TrustPilot
logo-home
Lecture notes

Metaphysics lecture notes - Objects & identity (1)

Rating
-
Sold
-
Pages
2
Uploaded on
08-07-2023
Written in
2022/2023

Lecture notes for third-year metaphysics module









Whoops! We can’t load your doc right now. Try again or contact support.

Document information

Uploaded on
July 8, 2023
Number of pages
2
Written in
2022/2023
Type
Lecture notes
Professor(s)
Dr stephen mumford
Contains
All classes

Content preview

XV. Objects & identity (I): identity through time

XV. a. Definitions

- Synchronic identity = identity at time
- Diachronic identity = identity across time
- Numerical & qualitative identity ≠ separate identity relations  only identity
relation = numerical identity
o Numerical identity relating different things including qualitative identity
o Substance undergoing various changes in properties (= qualitative
changes)  numerical identity persisting through qualitative changes
in properties
 Example: chair painted white
o Qualitative identity = numerical identity of properties of entity
- Mereological change
o Sums (i.e., pile of stones): identity ≠ persisting through change in parts
(= deduction/addition in parts)  ≠ sustaining mereological change
o Composite substances (i.e., chair): identity persisting through change
in parts = identity enduring within limit of gain/loss/modification of parts

XV. b. The Ship of Theseus

- Problem: identity persisting through change in parts of entity
- Ship of Theseus puzzle: ship brough to Athens & kept in harbour – gradual
removal/replacement of parts of ship with exact replica parts until ≠ original
parts of ship remaining on ship  question identity resulting ship

XV. c. Possible responses to the Ship of Theseus problem

1) Ship of Theseus = composite entity mereologically variable  identity of
ship persisting through change in parts
- Problem: identity persisting through limited mereological change ≠ total
change in all parts
o Problem: determining exact moment & criteria for identifying when
original ship ceasing to exist & beginning of existence of ‘new’ ship
 Arbitrary nature of criteria + transitivity of identity – unsatisfactory
answer
2) Ship ≠ mereologically variable  identity of original ship ≠ persisting
through change in parts  first change in part ending existence of original
ship & beginning existence of ‘new’ ship
- Problem: extended scenario – all original parts of ‘original’ ship removed &
reassembled in original design in warehouse  question ship in
harbour/warehouse retaining identity of ‘original’ ship––
o Impossibility of labelling ship in harbour & ship in warehouse both
‘original’ ship due to transitivity of identity
o Extended scenario 2: ‘original’ ship simply disassembled &
reassembled in warehouse with exact same parts in exact same
‘original’ design  intuition of identity persisting through disassembly
& reassembly
£5.99
Get access to the full document:

100% satisfaction guarantee
Immediately available after payment
Both online and in PDF
No strings attached

Get to know the seller
Seller avatar
emmalmartinelli

Also available in package deal

Thumbnail
Package deal
Complete Metaphysics lecture notes
-
13 2023
£ 83.37 More info

Get to know the seller

Seller avatar
emmalmartinelli Durham University
View profile
Follow You need to be logged in order to follow users or courses
Sold
0
Member since
2 year
Number of followers
0
Documents
24
Last sold
-

0.0

0 reviews

5
0
4
0
3
0
2
0
1
0

Recently viewed by you

Why students choose Stuvia

Created by fellow students, verified by reviews

Quality you can trust: written by students who passed their exams and reviewed by others who've used these revision notes.

Didn't get what you expected? Choose another document

No problem! You can straightaway pick a different document that better suits what you're after.

Pay as you like, start learning straight away

No subscription, no commitments. Pay the way you're used to via credit card and download your PDF document instantly.

Student with book image

“Bought, downloaded, and smashed it. It really can be that simple.”

Alisha Student

Frequently asked questions