Gödel

American  

[gœd-l] / ˈgœd l /

noun

1. Kurt 1906–78, U.S. mathematician and logician, born in Austria-Hungary.

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Gödel British  

/ ˈɡɜːdəl /

noun

1. Kurt (kʊrt). 1906–78, US logician and mathematician, born in Austria-Hungary. He showed ( Gödel's proof ) that in a formal axiomatic system, such as logic or mathematics, it is impossible to prove consistency without using methods from outside the system

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Gödel Scientific  

/ gŭd′l /

1. Austrian-born American mathematician who in 1931 published the most important axiom in modern mathematics, known as Gödel's proof. It states that in any finite mathematical system, there will always be statements that cannot be proved or disproved. Gödel's proof ended efforts by mathematicians to find a mathematical system that was entirely consistent in itself.

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Example Sentences

“Gödel, Escher, Bach” is a virtuoso display of flexible thinking, connecting genetics, math, computer science, art and music.

From The Wall Street Journal

By applying advanced mathematical principles, including Gödel's incompleteness theorem, they proved that any consistent and complete model of existence requires what they call "non-algorithmic understanding."

From Science Daily

Lepore ends a lengthy 2021 exploration of Gödel’s Loophole — the logician’s 1947 theory of how the U.S.

From Los Angeles Times

The halting problem is a direct application of mathematician Kurt Gödel’s incompleteness theorems, which state that not all mathematical statements can be proved.

From Scientific American

After all, work in this field is based on a few basic assumptions that are as simple as possible—such as that there is an empty set—from which results as complicated as Gödel's incompleteness theorems can be inferred.

From Scientific American