Ship of Theseus

Last updated

The Ship of Theseus, also known as Theseus's Paradox, is a thought experiment about whether an object is the same object after having had all of its original components replaced.

Contents

In Greek mythology, Theseus, mythical king and founder of the city Athens, rescued the children of Athens from King Minos after slaying the minotaur and then escaped onto a ship going to Delos. Each year, the Athenians would commemorate this by taking the ship on a pilgrimage to Delos to honour Apollo. A question was raised by ancient philosophers: After several hundreds of years of maintenance, if each individual piece of the Ship of Theseus was replaced, one after the other, was it still the same ship?

In contemporary philosophy, this thought experiment has applications to the philosophical study of identity over time, and has inspired a variety of proposed solutions and concepts in contemporary philosophy of mind concerned with the persistence of personal identity.

History

A Fresco from Pompeii depicting Theseus and Ariadne escaping from Crete. According to Plutarch, the Athenians preserved the ship that Theseus used to escape, by replacing the parts one by one as they decayed. Teseo e Arianna, Pompei.jpg
A Fresco from Pompeii depicting Theseus and Ariadne escaping from Crete. According to Plutarch, the Athenians preserved the ship that Theseus used to escape, by replacing the parts one by one as they decayed.

In its original formulation, the "Ship of Theseus" paradox concerns a debate over whether or not a ship that had all of its components replaced one by one would remain the same ship. [1] The account of the problem has been preserved by Plutarch in his Life of Theseus : [2]

The ship wherein Theseus and the youth of Athens returned from Crete had thirty oars, and was preserved by the Athenians down even to the time of Demetrius Phalereus, for they took away the old planks as they decayed, putting in new and stronger timber in their places, insomuch that this ship became a standing example among the philosophers, for the logical question of things that grow; one side holding that the ship remained the same, and the other contending that it was not the same.

Plutarch, Life of Theseus 23.1

Over a millennium later, the philosopher Thomas Hobbes extended the thought experiment by supposing that a ship custodian gathered up all of the decayed parts of the ship as they were disposed of and replaced by the Athenians, and used those decaying planks to build a second ship. [2] Hobbes posed the question of which of the two resulting ships, the custodian's or the Athenians', was the same ship as the "original" ship. [1]

For if that Ship of Theseus (concerning the Difference whereof, made by continual reparation, in taking out the old Planks, and putting in new, the sophisters of Athens were wont to dispute) were, after all the Planks were changed, the same Numerical Ship it was at the beginning; and if some Man had kept the Old Planks as they were taken out, and by putting them afterward together in the same order, had again made a Ship of them, this, without doubt, had also been the same Numerical Ship with that which was at the beginnings and so there would have been two Ships Numerically the same, which is absurd... But we must consider by what name anything is called when we inquire concerning the Identity of it... so that a Ship, which signifies Matter so figured, will be the same, as long as the Matter remains the same; but if no part of the Matter is the same, then it is Numerically another Ship; and if part of the Matter remains, and part is changed, then the Ship will be partly the same, and partly not the same.

Hobbes, "Of Identity and Difference" [3]

Hobbes considers the two resulting ships as illustrating two definitions of "Identity" or sameness that are being compared to the original ship:

  1. the ship that maintains the same "Form" as the original, that which persists through complete replacement of material and;
  2. the ship made of the same "Matter", that which stops being 100 per cent the same ship when the first part is replaced. [3] [4]

Proposed resolutions

The Ship of Theseus paradox can be thought of as an example of a puzzle of material constitution — that is, a problem with determining the relationship between an object and the material of which it is made. [1]

Constitution is not identity

According to the Stanford Encyclopedia of Philosophy , the most popular solution is to accept the conclusion that the material out of which the ship is made is not the same object as the ship, but that the two objects simply occupy the same space at the same time. [1]

Temporal parts

Another common theory put forth by David Lewis, is to divide up all objects into three-dimensional time-slices which are temporally distinct, which avoids the issue that the two different ships exist in the same space at one time and a different space at another time by considering the objects to be distinct from each other at all points in time. [1]

Cognitive science

According to other scientists, the thought puzzle arises because of extreme externalism: the assumption that what is true in our minds is true in the world. [5] Noam Chomsky says that this is not an unassailable assumption, from the perspective of the natural sciences, because human intuition is often mistaken. [6] Cognitive science would treat this thought puzzle as the subject of an investigation of the human mind. Studying this human confusion can reveal much about the brain's operation, but little about the nature of the human-independent external world. [7]

Following on from this observation, a significant strand[ who? ] in cognitive science would consider the ship not as a thing, nor even a collection of objectively existing thing parts, but rather as an organisational structure that has perceptual continuity. [8]

Deflationism

According to the Stanford Encyclopedia of Philosophy , the deflationist view is that the facts of the thought experiment are undisputed; the only dispute is over the meaning of the term "ship" and is thus merely verbal. [1] American philosopher Hilary Putnam asserts that "the logical primitives themselves, and in particular the notions of object and existence, have a multitude of different uses rather than one absolute 'meaning'." [9] This thesis—that there are many meanings for the existential quantifier that are equally natural and equally adequate for describing all the facts—is often referred to as "the doctrine of quantifier variance." [10]

Continued identity theory

This solution (proposed by Kate, Ernest et al.) sees an object as staying the same as long as it continuously exists under the same identity without being fully transformed at one time. For instance, a house that has its front wall destroyed and replaced at year 1, the ceiling replaced at year 2, and so on, until every part of the house has been replaced will still be understood as the same house. However, if every wall, the floor, and the roof are destroyed and replaced at the same time, it will be known as a new house.[ citation needed ]

Alternative forms

In Europe, several independent tales and stories feature knives that have had their blades and handles replaced several times but are still used and represent the same knife. France has Jeannot's knife, [11] [12] Spain uses Jeannot's knife as a proverb, though it is referred to simply as "the family knife", and Hungary has "Lajos Kossuth's pocket knife". Several variants or alternative statements of the underlying problem are known, including the grandfather's axe [13] and Trigger's broom, [14] [15] where an old axe or broom has had both its head and its handle replaced, leaving no original components.

The ancient Buddhist text Da zhidu lun contains a similar philosophical puzzle: a story of a traveller who encountered two demons in the night. As one demon ripped off all parts of the traveler's body one by one, the other demon replaced them with those of a corpse, and the traveller was confused about who he was. [16]

The French critic and essayist Roland Barthes refers at least twice to a ship that is entirely rebuilt, in the preface to his Essais Critiques (1971) and later in his Roland Barthes par Roland Barthes (1975); in the latter, the persistence of the form of the ship is seen as a key structuralist principle. He calls this ship the Argo , on which Theseus was said to have sailed with Jason; he may have confused the Argo (referred to in passing in Plutarch's Theseus at 19.4) with the ship that sailed from Crete (Theseus, 23.1).

In Japan, the Ise Grand Shrine is rebuilt every twenty years with entirely "new wood". The continuity over the centuries is considered spiritual and comes from the source of the wood, which is harvested from an adjoining forest that is considered sacred. [17] [18]

See also

Citations

  1. 1 2 3 4 5 6 Wasserman.
  2. 1 2 Blackburn 2016.
  3. 1 2 Hobbes 1656.
  4. Rea 1997, p. xix.
  5. Chomsky 2009, p. 382.
  6. Chomsky 2010, p. 9.
  7. McGilvray 2013, p. 72.
  8. Grand 2003, Introduction.
  9. Putnam, H., 1987, "Truth and Convention: On Davidson’s Refutation of Conceptual Relativism", Dialectica, 41: 69–77
  10. Hirsch, E., 1982, The Concept of Identity, Oxford: Oxford University Press. 2002b, "Quantifier Variance and Realism", Philosophical Issues, 12: 51–73.
  11. "Dumas in his Curricle". Blackwood's Edinburgh Magazine. LV (CCCXLI): 351. January–June 1844.
  12. Laughton, John Knox. Memoirs of the Life and Correspondence of Henry Reeve, C.B., D.C.L. In Two Volumes., Volume 2. Hamburg, Germany: tredition GmbH. pp. Chapter XXIII. ISBN   978-3-8424-9722-1.
  13. Browne, Ray Broadus (1982). Objects of Special Devotion: Fetishism in Popular Culture. Popular Press. p.  134. ISBN   0-87972-191-X.
  14. "Heroes and Villains". BBC. Retrieved 16 January 2014.
  15. Casadevall, Nicole; Flossmann, Oliver; Hunt, David (27 April 2017). "Evolution of biological agents: how established drugs can become less safe". BMJ. 357: j1707. doi:10.1136/bmj.j1707. ISSN   0959-8138. PMID   28450275. S2CID   1826593.
  16. Huang & Ganeri 2021.
  17. 常若(とこわか)=伊勢神宮・式年遷宮にみる和のサステナビリティ (in Japanese). Daiwa Institute of Research Ltd. 6 April 2016. Archived from the original on 7 May 2021. Retrieved 5 November 2022.
  18. Shinnyo Kawai (2013) 常若の思想 伊勢神宮と日本人. Shodensha. ISBN   978-4396614669

General and cited references

Further reading

Related Research Articles

<span class="mw-page-title-main">Aegeus</span> Mythical king of Athens

Aegeus was one of the kings of Athens in Greek mythology, who gave his name to the Aegean Sea, was the father of Theseus, and founded Athenian institutions.

A paradox is a logically self-contradictory statement or a statement that runs contrary to one's expectation. It is a statement that, despite apparently valid reasoning from true or apparently true premises, leads to a seemingly self-contradictory or a logically unacceptable conclusion. A paradox usually involves contradictory-yet-interrelated elements that exist simultaneously and persist over time. They result in "persistent contradiction between interdependent elements" leading to a lasting "unity of opposites".

In linguistics, syntax is the study of how words and morphemes combine to form larger units such as phrases and sentences. Central concerns of syntax include word order, grammatical relations, hierarchical sentence structure (constituency), agreement, the nature of crosslinguistic variation, and the relationship between form and meaning (semantics). There are numerous approaches to syntax that differ in their central assumptions and goals.

<span class="mw-page-title-main">Themistocles</span> Athenian politician and general (c. 524–459 BC)

Themistocles was an Athenian politician and general. He was one of a new breed of non-aristocratic politicians who rose to prominence in the early years of the Athenian democracy. As a politician, Themistocles was a populist, having the support of lower-class Athenians, and generally being at odds with the Athenian nobility. Elected archon in 493 BC, he convinced the polis to increase the naval power of Athens, a recurring theme in his political career. During the first Persian invasion of Greece, he fought at the Battle of Marathon, and may have been one of the ten Athenian strategoi (generals) in that battle.

<span class="mw-page-title-main">Theseus</span> Legendary king of Athens

Theseus was a divine hero and the founder of Athens from Greek mythology. The myths surrounding Theseus, his journeys, exploits, and friends, have provided material for storytelling throughout the ages.

<span class="mw-page-title-main">Alcibiades</span> Athenian general and statesman (c. 450 – 404 BC)

Alcibiades was an Athenian statesman and general. The last of the Alcmaeonidae, he played a major role in the second half of the Peloponnesian War as a strategic advisor, military commander, and politician, but subsequently fell from prominence.

<span class="mw-page-title-main">Erechtheus</span> Archaic king of Athens

Erechtheus in Greek mythology was a king of Athens, the founder of the polis and, in his role as god, attached to Poseidon, as "Poseidon Erechtheus". The name Erichthonius is carried by a son of Erechtheus, but Plutarch conflated the two names in the myth of the begetting of Erechtheus.

<span class="mw-page-title-main">Ariadne</span> Daughter of Minos in Greek mythology

In Greek mythology, Ariadne was a Cretan princess and the daughter of King Minos of Crete. There are different variations of Ariadne's myth, but she is known for helping Theseus escape the Minotaur and being abandoned by him on the island of Naxos. There, Dionysus saw Ariadne sleeping, fell in love with her, and later married her. Many versions of the myth recount Dionysus throwing Ariadne's jeweled crown into the sky to create a constellation, the Corona Borealis.

In metaphysics, identity is the relation each thing bears only to itself. The notion of identity gives rise to many philosophical problems, including the identity of indiscernibles, and questions about change and personal identity over time. It is important to distinguish between qualitative identity and numerical identity. For example, consider two children with identical bicycles engaged in a race while their mother is watching. The two children have the same bicycle in one sense and the same mother in another sense. This article is mainly concerned with numerical identity, which is the stricter notion.

Mereology is the philosophical study of part-whole relationships, also called parthood relationships. As a branch of metaphysics, mereology examines the connections between parts and their wholes, exploring how components interact within a system. This theory has roots in ancient philosophy, with significant contributions from Plato, Aristotle, and later, medieval and Renaissance thinkers like Thomas Aquinas and John Duns Scotus. Mereology gained formal recognition in the 20th century through the pioneering works of Polish logician Stanisław Leśniewski, who introduced it as part of a comprehensive framework for logic and mathematics, and coined the word "mereology". The field has since evolved to encompass a variety of applications in ontology, natural language semantics, and the cognitive sciences, influencing our understanding of structures ranging from linguistic constructs to biological systems.

Roderick Milton Chisholm was an American philosopher known for his work on epistemology, metaphysics, free will, value theory, and the philosophy of perception.

In Greek mythology, Menestheus was a legendary king of Athens during the Trojan War. He was set up as king by the twins Castor and Pollux when Theseus travelled to the Underworld after abducting their sister, Helen, and exiled Theseus from the city after his return.

Pyanopsia (Πυανόψια) or Pyanepsia (Πυανέψια) was an ancient Athenian festival held in honor of Apollo in Athens on the 7th day of the month Pyanepsion (October/November). Its name literally means "bean-stewing", in reference to one of the sacred offerings given during this time, and is taken from the Greek words πύανος - pyanos "bean" and ἕψειν - hepsein "to boil".

<span class="mw-page-title-main">Nathan Salmon</span> American philosopher

Nathan U. Salmon is an American philosopher in the analytic tradition, specializing in metaphysics, philosophy of language, and philosophy of logic.

<span class="mw-page-title-main">Platonic Academy</span> Ancient philosophical, research and educative center, founded by Plato

The Academy, variously known as Plato's Academy, the Platonic Academy, and the Academic School, was founded at Athens by Plato circa 387 BC. Aristotle studied there for twenty years before founding his own school, the Lyceum. The Academy persisted throughout the Hellenistic period as a skeptical school, until coming to an end after the death of Philo of Larissa in 83 BC. The Platonic Academy was destroyed by the Roman dictator Sulla in 86 BC.

In philosophy, four-dimensionalism is the ontological position that an object's persistence through time is like its extension through space. Thus, an object that exists in time has temporal parts in the various subregions of the total region of time it occupies, just like an object that exists in a region of space has at least one part in every subregion of that space.

<span class="mw-page-title-main">Athenian sacred ships</span>

Athenian sacred ships were ancient Athenian ships, often triremes, which had special religious functions such as serving in sacred processions (theoria) or embassies or racing in boat races during religious festivals. The two most famous such ships were the Paralus and the Salaminia, which also served as the messenger ships of the Athenian government in the 5th and 4th centuries BC. Other notable ships included one possibly named the Delias, a triakonter believed to be the ship in which Theseus had sailed to Crete, and which was involved in several traditional theoria to Delos; the vessel was constantly repaired by replacing individual planks to keep it seaworthy while maintaining its identity as the same ship. After the reforms of Cleisthenes, a ship was named for each of the ten tribes that political leader had created; these ships may also have been sacred ships.

In philosophy, mereological essentialism is a mereological thesis about the relationship between wholes, their parts, and the conditions of their persistence. According to mereological essentialism, objects have their parts necessarily. If an object were to lose or gain a part, it would cease to exist; it would no longer be the original object but a new and different one.

Metageitnia was an Ancient Greek festival held in Athens during the month Metageitnion (August/September) in the honor of Metageitnius Apollo. The month of Metageitnion was named after the festival Metageitnia, which celebrated the migration of Theseus from Melite to Diomeia. The celebration of the festival itself declined over time and was replaced by the Apaturia. The festival evolved into a celebration of migrations, immigrations, departures, and colonizations among the Ionians - Metageitnius Apollo presided over the metoikia.

<span class="mw-page-title-main">Athenian Treasury</span> Building in Delphi, Greece

The Athenian Treasury at Delphi was constructed by the Athenians to house dedications and votive offerings made by their city and citizens to the sanctuary of Apollo. The entire treasury including its sculptural decoration is built of Parian marble. The date of construction is disputed, and scholarly opinions range from 510 to 480 BCE. It is located directly below the Temple of Apollo along the Sacred Way for all visitors to view the Athenian treasury on the way up to the sanctuary.