Pre-intuitionism is a philosophical concept primarily associated with mathematics and the foundations of mathematical logic. It is a viewpoint that emphasizes a certain type of epistemological foundation for mathematics, focused on the nature of mathematical truth and knowledge prior to the development of formal intuitionism as articulated by mathematicians like L.E.J. Brouwer. In general, intuitionism is a philosophy of mathematics that asserts that mathematical objects are constructed by the mind and that mathematical truths are not discovered but instead are created through mental processes.
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