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Willard Van Orman Quine
Wvq-passport-1975-400dpi-crop.jpg
Born (1908-06-25)June 25, 1908
Died December 25, 2000(2000-12-25) (aged 92)
Education Oberlin College (B.A., 1930)
Harvard University (Ph.D., 1932)
Spouse(s)
Naomi Clayton
(m. 1932; div. 1947)

Marjorie Boynton
(m. 1948; died 1998)
Awards Rolf Schock Prize in Logic and Philosophy (1993)
Kyoto Prize (1996)
Era 20th-century philosophy
Region Western philosophy
School Analytic
Mathematical nominalism (1947)
Mathematical quasi-empiricism (1960)
Immanent realism
Neopragmatism
Empiricism
Anti-foundationalism
Logical behaviorism
Institutions Harvard University
Thesis The Logic of Sequences: A Generalization of Principia Mathematica (1932)
Doctoral advisor Alfred North Whitehead
Other academic advisors C. I. Lewis
Doctoral students David Lewis, Gilbert Harman, Dagfinn Føllesdal, Hao Wang, Burton Dreben, Charles Parsons, John Myhill
Other notable students Donald Davidson, Daniel Dennett
Main interests
Logic, ontology, epistemology, philosophy of language, philosophy of mind, philosophy of mathematics, philosophy of science, set theory
Notable ideas

Willard Van Orman Quine (known to his friends as "Van") was an important American philosopher and logician. He was born on June 25, 1908, and passed away on December 25, 2000. Many people consider him one of the most influential philosophers of the 20th century.

Quine spent most of his life connected to Harvard University. He was a student there from 1930 and later became a professor. He held a special teaching position, the Edgar Pierce Chair of Philosophy, from 1956 to 1978.

Quine's Main Ideas

Willard Van Orman Quine was a teacher of logic and set theory. He believed that first-order logic was the only true kind of logic. He even created his own system for mathematics and set theory, called New Foundations.

Philosophy and Science

Quine thought that philosophy was not separate from science. Instead, he saw it as a part of science itself. He famously said, "philosophy of science is philosophy enough." He wanted to understand science using scientific methods.

He also developed something called "naturalized epistemology." This idea tries to explain how we learn complex scientific theories from simple observations. Quine also talked about "ontological relativity" in science, which is part of the Duhem–Quine thesis. This idea suggests that our scientific theories depend on how we choose to look at the world.

Important Writings

Quine wrote many important papers and books. One famous paper is "On What There Is." In it, he explained Bertrand Russell's ideas about descriptions. He also shared his famous rule about what exists: "To be is to be the value of a variable." This means something exists if we can talk about it using a variable in logic.

Another key paper was "Two Dogmas of Empiricism" (1951). In this paper, he challenged two common beliefs in philosophy. He argued against the idea that we can always separate statements into "analytic" (true by definition) and "synthetic" (true based on facts). He also questioned the idea that all knowledge comes from simple observations.

Quine suggested a different idea called "semantic holism." This means that the meaning of a word or sentence depends on its connection to many other words and beliefs. His books, like The Web of Belief and Word and Object (1960), further explained these ideas. In Word and Object, he introduced the "indeterminacy of translation" thesis. This idea suggests that there might be many ways to translate a language, and we can't always know which one is perfectly correct.

Awards and Recognition

Quine was highly respected in the world of philosophy. In 2009, a survey of analytic philosophers ranked him as the fifth most important philosopher of the last two centuries.

He received the first Schock Prize in Logic and Philosophy in 1993. This award recognized his deep thoughts on how we learn language and communicate. He also won the Kyoto Prize in Arts and Philosophy in 1996. This prize honored his great contributions to philosophy in the 20th century.

See also

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