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Imre Lakatos

31quotes

Imre Lakatos
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Full Name and Common Aliases


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Imre Lakatos was a Hungarian philosopher of science born as Imre Lipsitz on November 9, 1922. He is often referred to by his surname alone, Lakatos.

Birth and Death Dates


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Born: November 9, 1922, in Debrecen, Hungary
Died: February 4, 1974, in London, England

Nationality and Profession(s)


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Lakatos was a Hungarian-British philosopher of science. He held various academic positions throughout his career, including Professor of Logic at the University of Cambridge.

Early Life and Background


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Imre Lakatos was born into a Jewish family in Debrecen, Hungary. His early life was marked by turmoil due to the rise of fascist and nationalist movements in Europe during World War II. Lakatos' family changed their surname from Lipsitz to Lakatos to avoid persecution. He went on to study mathematics at the University of Budapest before moving to England in 1956.

Major Accomplishments


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Lakatos made significant contributions to the philosophy of science, particularly through his work on the methodology of scientific research programs (MSRP). His most notable achievement is the development of a novel approach to understanding the progress and growth of scientific knowledge. The MSRP framework posits that scientific theories are developed within a broader context of research programs, which prioritize theoretical consistency over empirical accuracy.

Notable Works or Actions


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Proofs and Refutations (1963-1965): Lakatos' magnum opus, which laid the foundation for his methodology of scientific research programs.
The Methodology of Scientific Research Programmes (1970): A seminal paper that outlined the core principles of MSRP.

Impact and Legacy


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Lakatos' work has had a profound impact on various fields, including philosophy of science, epistemology, and history of science. His critique of Karl Popper's falsificationism and his emphasis on the importance of social context in scientific inquiry have influenced generations of philosophers and scientists.

Why They Are Widely Quoted or Remembered


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Imre Lakatos is widely quoted and remembered for his insightful critiques of traditional philosophical approaches to science. His emphasis on the role of research programs in shaping scientific knowledge has led many to reevaluate their understanding of the scientific process. Furthermore, his work serves as a testament to the power of interdisciplinary inquiry and the importance of considering social, historical, and cultural contexts when examining scientific development.

As Lakatos himself wrote, "The history of science is not a series of isolated discoveries but a process in which each new discovery is connected with others and modifies their significance." His legacy continues to inspire philosophers, scientists, and scholars across various disciplines.

Quotes by Imre Lakatos

Criticism is not a Popperian quick kill, by refutation. Important criticism is always constructive: there is no refutation without a better theory. Kuhn is wrong in thinking that scientific revolutions are sudden, irrational changes in vision. The history of science refutes both Popper and Kuhn: on close inspection both Popperian crucial experiments and Kuhnian revolutions turn out to be myths: what normally happens is that progressive research programmes replace degenerating ones.
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Criticism is not a Popperian quick kill, by refutation. Important criticism is always constructive: there is no refutation without a better theory. Kuhn is wrong in thinking that scientific revolutions are sudden, irrational changes in vision. The history of science refutes both Popper and Kuhn: on close inspection both Popperian crucial experiments and Kuhnian revolutions turn out to be myths: what normally happens is that progressive research programmes replace degenerating ones.
One can today easily demonstrate that there can be no valid derivation of a law of nature from any finite number of facts; but we still keep reading about scientific theories being proved from facts. Why this stubborn resistance to elementary logic?
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One can today easily demonstrate that there can be no valid derivation of a law of nature from any finite number of facts; but we still keep reading about scientific theories being proved from facts. Why this stubborn resistance to elementary logic?
In degenerating programmes, however, theories are fabricated only in order to accommodate known facts.
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In degenerating programmes, however, theories are fabricated only in order to accommodate known facts.
The classical example of a successful research programme is Newton’s gravitational theory: possibly the most successful research programme ever.
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The classical example of a successful research programme is Newton’s gravitational theory: possibly the most successful research programme ever.
Einstein’s results again turned the tables and now very few philosophers or scientists still think that scientific knowledge is, or can be, proven knowledge.
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Einstein’s results again turned the tables and now very few philosophers or scientists still think that scientific knowledge is, or can be, proven knowledge.
Intellectual honesty consists in stating the precise conditions under which one will give up one’s belief.
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Intellectual honesty consists in stating the precise conditions under which one will give up one’s belief.
Man’s respect for knowledge is one of his most peculiar characteristics. Knowledge in Latin is scientia, and science came to be the name of the most respectable kind of knowledge.
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Man’s respect for knowledge is one of his most peculiar characteristics. Knowledge in Latin is scientia, and science came to be the name of the most respectable kind of knowledge.
The proving power of the intellect or the senses was questioned by the skeptics more than two thousand years ago; but they were browbeaten into confusion by the glory of Newtonian physics.
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The proving power of the intellect or the senses was questioned by the skeptics more than two thousand years ago; but they were browbeaten into confusion by the glory of Newtonian physics.
No experimental result can ever kill a theory: any theory can be saved from counterinstances either by some auxiliary hypothesis or by a suitable reinterpretation of its terms.
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No experimental result can ever kill a theory: any theory can be saved from counterinstances either by some auxiliary hypothesis or by a suitable reinterpretation of its terms.
One may rationally stick to a degenerating research programme until it is overtaken by a rival and even after. What one must not do is to deny its poor public record... It is perfectly rational to play a risky game: what is irrational is to deceive oneself about the risk.
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One may rationally stick to a degenerating research programme until it is overtaken by a rival and even after. What one must not do is to deny its poor public record... It is perfectly rational to play a risky game: what is irrational is to deceive oneself about the risk.
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