intuitionism

listen to the pronunciation of intuitionism
الإنجليزية - التركية
hakikatlerin akıl ve bilgi ile değil de sezgi yolu ile ortaya çıkarılabileceğini ileri süren öğreti
insanın sezgi anlayışına sahip olduğunu ve bununla doğru ahlâ
duyularımızla algıladığımız cisimlerin gerçek olduğunu savunan öğreti
i., fels. sezgicilik
sezgicilik
الإنجليزية - الإنجليزية
An approach to mathematics/logic which avoids proof by contradiction, and which requires that, in order to prove that something exists, one must construct it. Intuitionism is underpinned by intuitionistic logic
Same as Intuitionalism
School of mathematical thought introduced by the Dutch mathematician Luitzen Egbertus Jan Brouwer (1881-1966). In contrast with mathematical Platonism, which holds that mathematical concepts exist independent of any human realization of them, intuitionism holds that only those mathematical concepts that can be demonstrated, or constructed, following a finite number of steps are legitimate. Few mathematicians have been willing to abandon the vast realms of mathematics built with nonconstructive proofs. In metaethics, a form of cognitivism that holds that moral statements can be known to be true or false immediately through a kind of rational intuition. In the 17th and 18th centuries, intuitionism was defended by Ralph Cudworth, Henry More (1614-87), Samuel Clarke (1675-1729), and Richard Price (1723-91); in the 20th century its supporters included H.A Prichard (1871-1947), G.E. Moore, and David Ross. Intuitionists have differed over the kinds of moral truths that are amenable to direct apprehension. For example, whereas Moore thought that it is self-evident that certain things are morally valuable, Ross thought that we know immediately that it is our duty to do acts of a certain type
An approach to mathematics/logic which avoids proof by contradiction, insisting on doing everything constructively
(philosophy) the doctrine that knowledge is acquired primarily by intuition
intuitionism
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