Search results for "Philosophy of logic" - New World Encyclopedia

From New World Encyclopedia
  • Formal logic is logic that deals with the form or logical structure ... *Quine, Willard Van Orman. Philosophy of Logic. Englewood Cliffs, ...
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  • that attempts to reduce diverse forms of knowledge including concepts ... psychologism on the ground that principles of logic are universally true ...
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  • Mathematical logic is best understood as a branch of logic or mathematics ... One unifying theme in mathematical logic is the study of the expressive ...
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  • Modus Ponens and Modus Tollens are forms of valid inferences. By Modus ... affirms; often abbreviated as MP) is a form of valid inference. An instance ...
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  • In logic and mathematics, together with the allied branches of computer ... *Quine, W.V.O. Philosophy of Logic: 2nd Edition. Harvard University ...
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  • and distinguish between two different kinds of meanings or extensions of a ... ==The meaning of denotation and connotation== *In media-studies terminology ...
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  • about Logic: An Introduction to the Philosophy of Logic, Stephen Read writes ... about Logic: An Introduction to the Philosophy of Logic. Oxford: Oxford University ...
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  • yield a falsehood. By extension, outside of logic, contradictions are also ... Pointing to this principle in applied logic, Aristotle’s law of ...
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  • an important twentieth-century philosopher of science. Born in Prague, he ... The Structure of Science (1961), an examination of the logical structure ...
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  • A modal logic was originally designed to describe the logical relations ... The languages of modal logics usually extend preexisting logics, e ...
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  • correctly categorical syllogism, is a kind of logical argument in which one ... A syllogism consists of three parts—a major premise, a minor premise ...
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  • "occasionalism," an interpretation of Cartesian mind-body dualism ... Geulincx served as professor at the University of Leuven, Belgium ...
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  • A Tautology is a statement that is always true because of its structure—it ... In mathematics, ‘A = A’ is a tautology. In formal two-valued logic ...
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  • Metalogic is a study of formal languages of logic from both syntactic ... ==Formal Languages of Logic== Formal languages are artificial languages ...
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  • concept in Aristotelian or traditional logic (also sometimes called syllogistic ... Logic is the study of correct, or valid inferences. Aristotle’s ...
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  • Bridge of Asses or Pons Asinorum (Latin for "Bridge of Asses ... The term “Bridge of Asses” first came into use during the Middle ...
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  • An argument is an attempt to demonstrate the truth of an assertion ... The conclusion of this argument is “the next flip will probably ...
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  • to the impossible," is a form of argument where one provisionally ... The so-called 'early' dialogues of the Greek philosopher Plato ...
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  • In philosophy the notion of categories derives from Aristotle’s (384-322 B.C.E.) logic and ontology. In logic the categories are understood ...
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  • In philosophy and logic, the liar paradox encompasses paradoxical ... his words to be understood as a kind of liar paradox. They were probably ...
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  • Fuzzy logic, when construed in a wider sense, is the theory of fuzzy ... When construed in a narrower sense, fuzzy logic is an extension of ...
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  • and economist. Best known as the father of the influential economist John ... Religious Test Acts from the universities of Cambridge and Oxford. After ...
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  • a specified statement follows from a set of assumed statements. The specified ... the conclusion is a necessary consequence of the set of premises, i.e. the ...
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  • Abduction, or inference to the best explanation, is a method of reasoning ... Peirce formulated abduction as a method of scientific research and introduced ...
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  • In traditional Aristotelian logic, deduction or deductive reasoning ... they are false deductions. Examples of such false or invalid deductive ...
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  • The Verifiability theory of meaning was put forth in the early twentieth ... Adherents of the verifiability principle claimed that all statements ...
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  • proportions, principle, standard, or logic, among other things. In religious ... such as Dao (Tao), the Vedic notion of rta, and the Hindu and Buddhist ...
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  • : Another John Venn was Vice-Chancellor of Oxford University 1686–1687. ... fields, including set theory, probability, logic, statistics, and computer science. ...
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  • philosopher. See also Chrysippus (mythology) of Greek mythology Chrysippus of Soli (c. 280 B.C.E. - c. 207 B.C.E.) is considered to ...
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  • Principle in philosophy and mathematics means a fundamental law or ... others, while laws and rules can. Greek philosophy began as the quest for ...
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  • and also neo-positivism) is a philosophy that combines positivism ... statements (everyone agreed on the existence of analytic a priori and synthetic ...
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  • symptomatic, from sema, sign) is a theory of the aspects of meanings of ... There are various kinds of studies in semantics in various fields ...
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  • ) was a polymath and a Christian philosopher of the sixth century who was instrumental ... Rome around 480 C.E. to the patrician family of Anicii, who had been Christians ...
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  • Reason, in philosophy, is the ability to form and operate upon concepts ... other related concepts such as: language, logic, consciousness, knowledge ...
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  • Neo-Hegelianism refers to several schools of thought associated with ... name is also applied to other philosophers of that period who took their ...
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  • is the proposal about the notion of computability, called the Church ... Other relevant contributions by Church are the proofs of the undecidablility ...
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  • Inference is the act or process of deriving a conclusion based on ... is traditionally studied within the field of cognitive psychology. ...
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  • Part of the foundation of mathematics, Russell's paradox (also ... Consider the set R of all sets that do not contain themselves as members ...
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  • In linguistics, logic, and mathematics etc., quantification is the ... The notion of quantification in the context of linguistics, logic ...
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  • He helped found both modern mathematical logic and analytic philosophy. ... Frege began his studies at the University of Jena in 1869, moving to Göttingen ...
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  • who was a leading influence in analytic philosophy in the middle of the twentieth ... where he developed an interest in the philosophy of mathematics. Russell ...
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  • and educationalist who advanced the study of psychology with his work on ... For 20 years Bain was professor of logic and English literature at ...
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  • The Megarian School of philosophy was founded c. 400 B.C.E. by Euclides ... Two disciples of Euclides— Eubulides and Alexinus—developed the ...
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  • An analytic proposition is one whose truth depends on relations of ... At the beginning of his Critique of Pure Reason, following the distinction ...
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  • anthropologist. He is famous for his study of primitive mentality and his ... suggested that human beings use two kind of thinking: “mystical thinking” ...
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  • In logic, two sentences (either in a formal language or a natural ... Mathematical logic is a mathematical representation of formal rules ...
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  • order, or arrangement.") is the study of the rules, or "patterned ... The combinatory behavior of words is governed to a first approximation ...
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  • to moral philosophy and the philosophy of logic were probably more ... to moral philosophy and the philosophy of logic were far more influential ...
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  • an English philosopher, and a leading member of the group of twentieth century ... Finchley, North London, by his parents, both of whom were teachers. He was ...
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  • William of Ockham (also Occam or any of several other spellings) ... While the use of Ockham's Razor in the later development of philosophy ...
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  • ) was a Neoplatonist philosopher, a student of Plotinus and the editor of ... Most of the known details of the personal life of Porphyry are found ...
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  • Venn diagrams are schematic diagrams used in logic and in the branch ... The British philosopher, mathematician, and professor of logic, John ...
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  • that represents the logical structure of truth-functional connectives ... The truth-values, truth or falsity, of the sentences in this argument ...
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  • Diodorus Cronus (fourth century, B.C.E.) was a Greek philosopher of ... will be true.” He also raised the paradox of future contingency with his ...
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  • In logic, a theorem is formally meant to be a formula that can be ... In general, the proofs of theorems have two components: a set of premises ...
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  • and logician. His logical analysis of mathematical problems made ... family in Prague, which was then part of the Austrian Empire. His father ...
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  • theological writer, and Anglican archbishop of Dublin (1831–1863). Whately’s ... to hold public office, and state endowment of the Roman Catholic clergy. ...
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  • Nyaya (Sanskrit meaning "rational argument") is one of the six orthodox (astika) schools of Hindu philosophy that focuses on logic ...
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  • Parmenides of Elea (c. 515 – 450 b.c.e.) was a Greek pre-Socratic ... Earlier pre-Socratic philosophers identified the ultimate principle ...
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  • modernizing Italy by introducing the ideas of Locke, Leibniz, and Hume and ... In 1753 Genovesi was appointed to the first European chair of “commerce ...
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  • by many philosophers and observers of philosophy to have been one ... is that there exists an infinite number of concrete and causally isolated ...
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  • A fallacy is an error in an argument. There are two main kinds of ... Refutations, there have been many systems of classifying fallacies. In this ...
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  • Galen (Greek: Γαληνός, Latin: Claudius Galenus of Pergamum; ... Galen's experimental methods foreshadowed later developments ...
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  • Logic, from Classical Greek λόγος (logos), originally meaning ... Traditionally, logic is studied as a branch of philosophy. Since the ...
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  • known for being an outspoken critic of the Aristotelian philosophy ... made to memorize meaningless facts and rules of logic, and set out to reform ...
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  • [which] belongs to the school) was a method of learning taught by the academics ... It combined religious doctrine, study of the ideas of the Church fathers ...
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  • Greek philospher and a favorite student of Aristotle, who appointed him ... Theophrastus was wrote a great number of books on a wide variety of ...
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  • The term “monad” was used by the Pythagoreans as the name of the ... The term "monad," however, is best known as a concept of ...
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  • The principle of sufficient reason is the principle which is presupposed ... The principle has a variety of expressions, all of which are perhaps ...
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  • Positivism is a family of philosophical views characterized by a highly ... As Niccola Abbagnano has put it: The characteristic theses of positivism ...
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  • In philosophy, essence is the attribute (or set of attributes) that ... makes the thing be what it is. The essence of a thing or substance is able ...
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  • Nicholas or Nicolaus of Autrecourt (in French: Nicholas d'Autrécourt ... false teachings on the allegation that 66 of his propositions, culled from ...
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  • :Note: Zeno of Citium should not be confused with Zeno of Elea. ... Zeno of Citium (The Stoic) (sometime called Zeno Apathea) (333 – ...
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  • term designated a profession in or a group of teachers of rhetoric. Rhetoricians ... Socrates and Plato challenged sophist ideas of replacing rhetorical ...
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  • Ontology is a major branch of philosophy and a central part of metaphysics ... The conceptual division of this branch of philosophy was established ...
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  • was important for reintroducing the study of Chinese philosophy, regarded ... Born in 1895, Feng lived through a period of turmoil and transition ...
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  • and conversations, over an important circle of academics in Cambridge, Massachusetts ... After reading Darwin's Origin of Species (published in 1859) ...
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  • this sense can be known before one knows any of these other propostions. Not ... In logic and mathematics, an axiom is not necessarily a self-evident ...
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  • In mathematics and set theory, an axiomatic system is any set of specified ... A system will be called independent if each of its underlying axioms is independent ...
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  • and an influential figure on matters of political and social policy ... Bosanquet’s major works include A History of Aesthetic (1892), The ...
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  • 1945) was a prominent Japanese philosopher of the Meiji era. Nishida Kitaro ... Nishida Kitaro was born on June 17, 1870, in the Mori section of Unoke ...
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  • a philosopher and a founding representative of the Oxford-based British ordinary ... with extra interests in astronomy and philosophy who as a young man "had ...
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  • First Cause is term introduced by Aristotle and used in philosophy ... the "Prime Mover" that is a deity of "pure form" without ...
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  • has major implications for the foundations of mathematics. His best know ... then studied mathematics, physics, and philosophy at the Universities of ...
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  • entity that transcends the vicissitudes of time and so can be applied ... ==Problem of Universals== Throughout the history of philosophy, and ...
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  • is commonly understood to be an integration of two or more pre-existing elements ... Synthesis as a resolution of conflicts is often achieved by conscious ...
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  • Lifeworld (German: Lebenswelt) is a concept used in philosophy and ... is, the correlation between the functions of mind ("noesis") such ...
    11 KB (1,588 words) - 22:49, 25 October 2022
  • He was the leading Aristotelian scholar of the Alexandrist group. His ... Pomponazzi also radically criticized what are generally thought of ...
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  • Pierre Nicole (1625 - November 16, 1695) was one of the most distinguished ... who based their ideas on the teachings of Augustine of Hippo, he believed ...
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  • involves uncertainty, distrust, or lack of sureness of an alleged fact ... Human beings generally live with beliefs in various degrees of certainty ...
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  • the Western world by the Latinized version of his name, Alkindus) was known ... consistently tried to demonstrate that philosophy is compatible with orthodox ...
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  • is a yes-or-no question on specified sets of inputs. For example, the problem ... A decision procedure (or decision algorithm) of a given decision problem ...
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  • and a leading philosopher and psychologist of the French Enlightenment. He ... 30, 1715, at Grenoble, France to a family of lawyers. Like his elder brother ...
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  • ) of Chalcedon (396 – 314 B.C.E.) was a Greek philosopher and third ... In his biography of Xenocrates, Diogenes Laertius recounts several ...
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  • before being appointed as Wykeham professor of logic at New College, Oxford ... His earliest book, Perception (1932), rejected causal theories of ...
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  • he acquired a reputation in his day as one of the greatest philosophical ... Though he was first known for his critique of it, Arnauld was an adamant ...
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  • Jewish works refer to him by the acronym of his title and name, RaMBaM ... Maimonides is typically regarded as the greatest of the medieval Jewish ...
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  • , based on a strict deconstruction of the term, refers to what people ... took common sense as the source and ground of justification for philosophical ...
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  • 8, 1746) was an Irish philosopher and one of the founding fathers of the ... Hutcheson is thought to have been born at Drumalig, in the parish ...
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  • Analytic philosophy has been the dominant academic philosophical movement ... The main founders of analytic philosophy were the Cambridge philosophers ...
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