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intuitionism

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intuitionism
intuitionism (ɪntjuːˈɪʃənɪz(ə)m) [f. intuition + -ism.] 1. The doctrine of Reid and other philosophers of the Scottish school, that in perception, external objects are known immediately, without the intervention of a vicarious phenomenon.1847 Blackw. Mag. LXII. 243 Representationism could not possib... Oxford English Dictionary
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Spread (intuitionism)
Erster Teil, Allgemeine Mengenlehre, KNAW Verhandelingen, 5: 1–43 (1918A) Michael Dummett Elements of Intuitionism, Oxford University Press (1977) A. Troelstra Choice Sequences: A Chapter of Intuitionistic Mathematics, Clarendon Press (1977) Intuitionism wikipedia.org
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Social intuitionism
In moral psychology, social intuitionism is a model that proposes that moral positions are often non-verbal and behavioral. Often such social intuitionism is based on "moral dumbfounding" where people have strong moral reactions but fail to establish any kind of rational principle wikipedia.org
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Intuitionism and circles I know next to nothing about intuitionism, so my question is probably silly :) As I understand from Wikipedia, intuitionism (at least finitism) doesn't 'trust' in the existence of irrational ...
Constructivism is often identified with intuitionism but it's not the same thing. See also this review of a book by Bridger.
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Pre-intuitionism
Brouwer, who in his 1951 lectures at Cambridge described the differences between intuitionism and its predecessors: Of a totally different orientation Brouwer's Cambridge Lectures on Intuitionism – wherein Brouwer talks about the Pre-Intuitionist School and addresses what he sees as its many shortcomings wikipedia.org
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Can a well defined function in Intuitionism come only from the natural numbers? I've seen that there is a problem in the definition of the functions if the domain is the reals because there are real numbers that does ...
There is a vast literature on intuitionistic and constructive approaches to the foundations of analysis. These approaches start by viewing a constructive real number $x$ as a process that produces (hopefully increasingly better) approximations to $x$. Bishop's work on constructive analysis and work ...
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Ethical Intuitionism (book)
ethical intuitionism. Huemer is understandably frustrated that so many people still misrepresent intuitionism and fail to take it seriously. wikipedia.org
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Intuitionism and rejection of standard logic postulates Intuitionism refuses the Cantor hypothesis about continuum as a hypothesis meainingless from the intuitionistic point of view Also, ' _the tertium non datur_ ' p...
There are indeed formal logical systems for intuitionism, just as there are formal logical systems for classical logic.
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Reference request for Intuitionism I need to write an essay on Intuitionism for my Philosophy of Science class, and I'm looking for books which cover the following topics: * Brouwer's Intuitionism, from both a phil...
But I highly recommend Gnomes in the Fog: The Reception of Brouwer's Intuitionism in the 1920s (Science Networks.
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L. E. J. Brouwer
A variety of constructive mathematics, intuitionism is a philosophy of the foundations of mathematics. Brouwer lists four topics on which intuitionism and formalism might "enter into a dialogue." wikipedia.org
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谈谈数学里的构造主义（constructivism）、直觉主义（intuitionism）和数学基础 - 知乎
回头看来，两者最大的区别是，用的数学基础发生了重大变化——初中的数学，无所谓基础，所有的研究对象都是实数轴上的一次或者二次函数，所有的函数都可以在计算器上摁出来，其实在学生脑子里默默建构了构造主义的习惯。. 而高中开始，数学就慢慢地 ...
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非认知主义
rsrevision.com's pages on Metaethics Emotivism, Intuitionism and Prescriptivism with explanations, criticisms, and links. 后设伦理学 伦理理论 语言理论 wikipedia.org
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Michael Huemer
He has defended ethical intuitionism, direct realism, libertarianism, veganism, the repugnant conclusion, and philosophical anarchism. Philosophical work Huemer's book Ethical Intuitionism (2005) was reviewed in Notre Dame Philosophical Reviews, Philosophy and Phenomenological Research wikipedia.org
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Are there still mathematicians who don't accept proof by contradiction? When I was a kid, I read popular scientific texts about the different philosophies of mathematics; formalism, intuitionism, constructivism and ma...
Constructive mathematics is alive and well, including at MSE; see e.g., tags constructive-mathematics and intuitionistic-logic. Some of the most active authors in this area are Douglas Bridges and Fred Richman, who authored a combined total of over 300 publications between them. One should also ment...
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Dirk van Dalen
Sets: Naive, Axiomatic and Applied, Pergamon Press 1980: Logic and Structure, Springer Universitext 1981: (editor) Brouwer's Cambridge Lectures on Intuitionism Utrecht 1932 births Living people Dutch mathematicians 20th-century Dutch historians Dutch logicians Historians of mathematics Historians of science Intuitionism wikipedia.org
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