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Philosophical realism—usually not treated as a position of its own but as a stance towards other subject matters— is the view that a certain kind of thing (ranging widely from abstract objects like numbers to moral statements to the physical world itself) has mind-independent existence, i.e. that it exists even in the absence of any mind perceiving it or that its existence is not just a ...
A clear "yes" to the first question is a hallmark of the scientific realism perspective. Philosophers such as Bas van Fraassen have important and interesting answers to the second question. In addition to the realism vs. empiricism axis of debate, there is a realism vs. social constructivism axis which heats many
Absurdism - Academic skepticism - Achintya Bheda Abheda - Action, philosophy of - Actual idealism - Actualism - Advaita Vedanta - Aesthetic Realism - Aesthetics - African philosophy - Afrocentrism - Agential realism - Agnosticism - Agnostic theism - Ajātivāda - Ājīvika - Ajñana - Alexandrian school - Alexandrists - Ambedkarism - American philosophy - Analytical Thomism - Analytic ...
Cambridge change; Camp; Cartesian other; Cartesian Self; Categorical imperative; Categorization; Category of being; Causal adequacy principle; Causality; Chakra
The term realism is used for various theories [j] that affirm that some kind of phenomenon is real or has mind-independent existence. Ontological realism is the view that there are objective facts about what exists and what the nature and categories of being are. Ontological realists do not make claims about what those facts are, for example ...
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Legal realism, the view that jurisprudence should emulate the methods of natural science, i.e., rely on empirical evidence Realism (international relations) , the view that world politics is driven by competitive self-interest
In contemporary philosophy, most Platonists trace their ideas to Gottlob Frege's influential paper "Thought", which argues for Platonism with respect to propositions, and his influential book, The Foundations of Arithmetic, which argues for Platonism with respect to numbers and is a seminal text of the logicist project. [21]