Difference between revisions of "Occam's Razor"

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[http://wikipedia.org/wiki/Occam's Razor|Occam's Razor] is a maxim that states when there are choices amongst possible answers, the shortest answer is the best answer.
[https://en.wikipedia.org/wiki/Occam%27s_razor Occam's Razor] a.k.a. the principle of parsimony or the law of parsimony. It was stated by [[wikipedia:William_of_Ockham|William of Ockham]], that  
Don't multiply without necessity!<ref>{{:Paper/What Not to Multiply Without Necessity}}</ref>
It is often inaccurately stated as follow:
'''When there are choices amongst possible answers, the shortest answer is the best answer.'''
 
=Other essential ideas=
[[Occam's Razor]] relates to the ideas of [[unity]] and [[consistency]]. It also implies the notion of [[contradiction]] avoidance.


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[[Category:Heuristic]]
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Latest revision as of 20:36, 3 January 2022

Occam's Razor a.k.a. the principle of parsimony or the law of parsimony. It was stated by William of Ockham, that

Don't multiply without necessity![1]

It is often inaccurately stated as follow: When there are choices amongst possible answers, the shortest answer is the best answer.

Other essential ideas

Occam's Razor relates to the ideas of unity and consistency. It also implies the notion of contradiction avoidance.


References

  1. Schaffer, Jonathan (2015). What Not to Multiply Without Necessity (PDF). Australasian Journal of Philosophy. 93. pp. 644–664. doi:10.1080/00048402.2014.992447. 

Related Pages

Paradigm shift