# Kurt Gödel

From Wikiquote

(Redirected from Gödel)

**Kurt Gödel** (28 April 1906 – 14 January 1978) was a logician, mathematician, and philosopher of mathematics.

This scientist article is a stub. You can help Wikiquote by expanding it. |

## Quotes[edit]

- To every ω-consistent recursive class κ of
*formulae*there correspond recursive*class signs r*, such that neither*v*Gen*r*nor Neg (*v*Gen*r*) belongs to Flg (κ) (where*v*is the*free variable*of*r*).- Proposition VI,
*On Formally Undecidable Propositions in*Principia Mathematica*and Related Systems I*(1931) - Informally, recursive systems of axioms cannot be complete.

- Proposition VI,

- I like Islam, it is a consistent idea of religion and open-minded.
- Kurt Gödel as quoted by Hao Wang in "A Logical Journey: From Gödel to Philosophy", Hao Wang. The MIT Press. 1996.

- Ninety percent of [contemporary philosophers] see their principle task as that of beating religion out of men's heads. … We are far from being able to provide scientific basis for the theological world view.
- In "Logical Dilemmas: The Life and Work of Kurt Gödel" by John W. Dawson Jr.

- The formation in geological time of the human body by the laws of physics (or any other laws of similar nature), starting from a random distribution of elementary particles and the field is as unlikely as the separation of the atmosphere into its components. The complexity of the living things has to be present within the material [from which they are derived] or in the laws [governing their formation].
- As quoted in H. Wang. “On `computabilism’ and physicalism: Some Problems.” in Nature’s Imagination, J. Cornwall, Ed, pp.161-189, Oxford University Press (1995).)

## Attributed[edit]

- But every error is due to extraneous factors (such as emotion and education); reason itself does not err.
- Attributed in Rebecca Goldstein (2005),
*Incompleteness*, as a remark on 29 November 1972

- Attributed in Rebecca Goldstein (2005),

## Quotes about Gödel[edit]

- Toward the end of his life, Gödel feared that he was being poisoned, and he starved himself to death. His theorem is one of the most extraordinary results in mathematics, or in any intellectual field in this century. If ever potential mental instability is detectable by genetic analysis, an embryo of someone with Kurt Gödel's gifts might be aborted.
- Brian L. Silver,
*The Ascent of Science*(1998)

- Brian L. Silver,