Buridan's Bridge
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Buridan's Bridge
Buridan's Bridge (also known as Sophism 17) is described by Jean Buridan, one of the most famous and influential philosophers of the Late Middle Ages, in his book ''Sophismata''. It is a self-referential paradox that involves a proposition pronounced about an event that might or might not happen in the future. The sophism The sophism is: Socrates' response puts Plato in a difficult situation. He could not throw Socrates into the water, because if he did he would violate his promise to let Socrates cross the bridge if he speaks the truth. On the other hand, if Plato allows Socrates to cross the bridge it would mean that Socrates spoke untruth when he replied: "You are going to throw me into the water." In that case Socrates should have been thrown into the water. In other words, Socrates could be allowed to cross the bridge if and only if he could not be. Buridan's solution In order to solve the paradox Buridan proposes three questions: #Is the proposition uttered by Socrates: ...
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Buridan's Bridge
Buridan's Bridge (also known as Sophism 17) is described by Jean Buridan, one of the most famous and influential philosophers of the Late Middle Ages, in his book ''Sophismata''. It is a self-referential paradox that involves a proposition pronounced about an event that might or might not happen in the future. The sophism The sophism is: Socrates' response puts Plato in a difficult situation. He could not throw Socrates into the water, because if he did he would violate his promise to let Socrates cross the bridge if he speaks the truth. On the other hand, if Plato allows Socrates to cross the bridge it would mean that Socrates spoke untruth when he replied: "You are going to throw me into the water." In that case Socrates should have been thrown into the water. In other words, Socrates could be allowed to cross the bridge if and only if he could not be. Buridan's solution In order to solve the paradox Buridan proposes three questions: #Is the proposition uttered by Socrates: ...
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Contrapositive
In logic and mathematics, contraposition refers to the inference of going from a conditional statement into its logically equivalent contrapositive, and an associated proof method known as proof by contraposition. The contrapositive of a statement has its antecedent and consequent inverted and flipped. Conditional statement P \rightarrow Q. In formulas: the contrapositive of P \rightarrow Q is \neg Q \rightarrow \neg P . If ''P'', Then ''Q''. — If not ''Q'', Then not ''P''. ''"''If ''it is raining,'' then ''I wear my coat" —'' "If ''I don't wear my coat,'' then ''it isn't raining."'' The law of contraposition says that a conditional statement is true if, and only if, its contrapositive is true. The contrapositive ( \neg Q \rightarrow \neg P ) can be compared with three other statements: ;Inversion (the inverse), \neg P \rightarrow \neg Q:"If ''it is not raining,'' then ''I don't wear my coat''." Unlike the contrapositive, the inverse's truth value is not at all depe ...
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14th-century Literature
As a means of recording the passage of time, the 14th century was a century lasting from 1 January 1301 ( MCCCI), to 31 December 1400 ( MCD). It is estimated that the century witnessed the death of more than 45 million lives from political and natural disasters in both Europe and the Mongol Empire. West Africa experienced economic growth and prosperity. In Europe, the Black Death claimed 25 million lives wiping out one third of the European population while the Kingdom of England and the Kingdom of France fought in the protracted Hundred Years' War after the death of Charles IV, King of France led to a claim to the French throne by Edward III, King of England. This period is considered the height of chivalry and marks the beginning of strong separate identities for both England and France as well as the foundation of the Italian Renaissance and Ottoman Empire. In Asia, Tamerlane (Timur), established the Timurid Empire, history's third largest empire to have been ever establish ...
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Philosophical Paradoxes
Philosophy (from , ) is the systematized study of general and fundamental questions, such as those about existence, reason, knowledge, values, mind, and language. Such questions are often posed as problems to be studied or resolved. Some sources claim the term was coined by Pythagoras ( BCE), although this theory is disputed by some. Philosophical methodology, Philosophical methods include Socratic questioning, questioning, Socratic method, critical discussion, dialectic, rational argument, and systematic presentation. in . Historically, ''philosophy'' encompassed all bodies of knowledge and a practitioner was known as a ''philosopher''."The English word "philosophy" is first attested to , meaning "knowledge, body of knowledge." "natural philosophy," which began as a discipline in ancient India and Ancient Greece, encompasses astronomy, medicine, and physics. For example, Isaac Newton, Newton's 1687 ''Philosophiæ Naturalis Principia Mathematica, Mathematical Principles ...
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Southwest Philosophical Studies
The points of the compass are a set of horizontal, radially arrayed compass directions (or azimuths) used in navigation and cartography. A compass rose is primarily composed of four cardinal directions—north, east, south, and west—each separated by 90 degrees, and secondarily divided by four ordinal (intercardinal) directions—northeast, southeast, southwest, and northwest—each located halfway between two cardinal directions. Some disciplines such as meteorology and navigation further divide the compass with additional azimuths. Within European tradition, a fully defined compass has 32 'points' (and any finer subdivisions are described in fractions of points). Compass points are valuable in that they allow a user to refer to a specific azimuth in a colloquial fashion, without having to compute or remember degrees. Designations The names of the compass point directions follow these rules: 8-wind compass rose * The four cardinal directions are north (N), east (E), ...
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Philosophy (journal)
''Philosophy'' is the scholarly journal of the Royal Institute of Philosophy. It is designed to be intelligible to the non-specialist reader and has been in continuous publication since 1926. It is published by Cambridge University Press and is currently edited by Maria Alvarez and Bill Brewer Bill Brewer is a British philosopher and Susan Stebbing Professor of Philosophy at King's College London. He was previously the Head of the Department of Philosophy. He was a scholar at Oriel College, Oxford, reading Maths and Philosophy an .... The journal was established in 1926 "to build bridges between specialist philosophers and a wider educated public." Each issue contains a "New Books" section and an editorial on a topic of philosophical or public interest. References External links * Royal Institute of Philosophy Philosophy journals Cambridge University Press academic journals English-language journals Publications established in 1926 Quarterly journals 1926 establ ...
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Sancho Panza
Sancho Panza () is a fictional character in the novel ''Don Quixote'' written by Spanish author Don Miguel de Cervantes Saavedra in 1605. Sancho acts as squire to Don Quixote and provides comments throughout the novel, known as ''sanchismos'', that are a combination of broad humour, ironic Spanish proverbs, and earthy wit. "Panza" in Spanish means "belly" (cf. English "paunch," Italian "pancia", several Italian dialects "panza", Portuguese "pança", French "panse", Romanian "pântec"). ''Don Quixote'' Before a fit of madness turned Alonso Quijano into Don Quixote, Sancho Panza was indeed his servant. When the novel begins, Sancho has been married for a long time to a woman named Teresa CascajoAlso known as Teresa Panza and ''Sancha'', a probable nickname derived from her husband's name. Later in the book, though, she is sometimes named Juana Gutiérrez, in an example of continuity failure. and has a daughter, María Sancha (also named Marisancha, Marica, María, Sancha, and S ...
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Don Quixote
is a Spanish epic novel by Miguel de Cervantes. Originally published in two parts, in 1605 and 1615, its full title is ''The Ingenious Gentleman Don Quixote of La Mancha'' or, in Spanish, (changing in Part 2 to ). A founding work of Western literature, it is often labelled as the first modern novel and one of the greatest works ever written. ''Don Quixote'' is also one of the most-translated books in the world. The plot revolves around the adventures of a member of the lowest nobility, an hidalgo from La Mancha named Alonso Quijano, who reads so many chivalric romances that he either loses or pretends to have lost his mind in order to become a knight-errant () to revive chivalry and serve his nation, under the name . He recruits a simple farmer, Sancho Panza, as his squire, who often employs a unique, earthy wit in dealing with Don Quixote's rhetorical monologues on knighthood, already considered old-fashioned at the time, and representing the most droll realism in contr ...
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Miguel De Cervantes
Miguel de Cervantes Saavedra (; 29 September 1547 (assumed) – 22 April 1616 Old Style and New Style dates, NS) was an Early Modern Spanish writer widely regarded as the greatest writer in the Spanish language and one of the world's pre-eminent novelists. He is best known for his novel ''Don Quixote'', a work often cited as both the first modern novel and one of the pinnacles of world literature. Much of his life was spent in poverty and obscurity, which led to many of his early works being lost. Despite this, his influence and literary contribution are reflected by the fact that Spanish is often referred to as "the language of Cervantes". In 1569, Cervantes was forced to leave Spain and move to Rome, where he worked in the household of a Cardinal (Catholic Church), cardinal. In 1570, he enlisted in a Spanish Marine Infantry, Spanish Navy infantry regiment, and was badly wounded at the Battle of Lepanto in October 1571. He served as a soldier until 1575, when he was captur ...
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Goldbach's Conjecture
Goldbach's conjecture is one of the oldest and best-known unsolved problems in number theory and all of mathematics. It states that every even natural number greater than 2 is the sum of two prime numbers. The conjecture has been shown to hold for all integers less than 4 × 1018, but remains unproven despite considerable effort. History On 7 June 1742, the German mathematician Christian Goldbach wrote a letter to Leonhard Euler (letter XLIII), in which he proposed the following conjecture: Goldbach was following the now-abandoned convention of considering 1 to be a prime number, so that a sum of units would indeed be a sum of primes. He then proposed a second conjecture in the margin of his letter, which implies the first: Euler replied in a letter dated 30 June 1742 and reminded Goldbach of an earlier conversation they had had (), in which Goldbach had remarked that the first of those two conjectures would follow from the statement This is in fact equivalent to ...
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Sphinx
A sphinx ( , grc, σφίγξ , Boeotian: , plural sphinxes or sphinges) is a mythical creature with the head of a human, the body of a lion, and the wings of a falcon. In Greek tradition, the sphinx has the head of a woman, the haunches of a lion, and the wings of a bird. She is mythicized as treacherous and merciless, and will kill and eat those who cannot answer her riddle. This deadly version of a sphinx appears in the myth and drama of Oedipus. Unlike the Greek sphinx, which was a woman, the Egyptian sphinx is typically shown as a man (an androsphinx ( grc, ανδρόσφιγξ)). In addition, the Egyptian sphinx was viewed as benevolent but having a ferocious strength similar to the malevolent Greek version. Both were thought of as guardians and often flank the entrances to temples. In European decorative art, the sphinx enjoyed a major revival during the Renaissance. Later, the sphinx image, initially very similar to the original Ancient Egyptian concept, was exported ...
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University Of Bern
The University of Bern (german: Universität Bern, french: Université de Berne, la, Universitas Bernensis) is a university in the Switzerland, Swiss capital of Bern and was founded in 1834. It is regulated and financed by the Canton of Bern. It is a comprehensive university offering a broad choice of courses and programs in eight faculty (division), faculties and some 150 institutes. With around 18,576 students, the University of Bern is the third largest university in Switzerland. Organization The University of Bern operates at three levels: university, faculties and institutes. Other organizational units include interfaculty and general university units. The university's highest governing body is the Senate, which is responsible for issuing statutes, rules and regulations. Directly answerable to the Senate is the University Board of Directors, the governing body for university management and coordination. The board comprises the rector, the vice-rectors and the administrati ...
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