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Problem of universals

Philosophical question

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Through Existence, Universal (metaphysics) and Logic

Universals are qualities or relations found in two or more entities. As an example, if all cup-holders are circular in some way, then circularity may be considered a universal property of cup-holders. Similarly, if one has a set of seven red and three blue balls, it would seem that though the set comprises ten separate entities (balls), there are only two colors therein—each being shared by multiple balls. Many properties can be universal: being human, red, male or female, liquid or solid, big or small, etc.

The problem of universals relates to various inquiries within metaphysics, logic, and epistemology, dating from as far back as Plato and Aristotle, in efforts to understand how the same single property can be (at least apparently) shared across multiple, non-identical objects. Philosophers agree that human beings can talk and think about universals, but disagree on whether universals exist in reality beyond mere thought and speech.

Ancient philosophy

The problem of universals is considered a central issue in traditional metaphysics and can be traced back to the philosophy of Plato and Aristotle, particularly in their attempts to explain the nature and status of forms. These philosophers explored the problem through analyses of predication, qualities, and knowledge.

Plato

Plato theorized a sharp distinction between the sensible world of concrete objects and the intelligible world of abstract universals or Forms (eide; sg. eidos): one merely has beliefs and opinions about the former, but may obtain true knowledge of the latter. For Plato, it was not possible to have genuine knowledge of that which is changeable and particular, since such knowledge must be forever unfailing and general; thus, the world of the Forms is the more real or fundamental world, like objects seen in sunlight, while the sensible world is only imperfectly or derivatively real, like the shadows cast by those objects. This Platonic realism, however, in denying that the eternal Forms are mental artifacts, differs sharply with modern forms of idealism.

One of the first nominalist critiques of Plato's realism was that of Diogenes of Sinope, who said "I've seen Plato's cups and table, but not his 'cupness' and 'tableness'."

Aristotle

Plato's student Aristotle disagreed with his tutor: Aristotle transformed Plato's forms into "formal causes", the blueprints or essences of individual things. Whereas Plato idealized geometry, Aristotle emphasized nature and related disciplines, and therefore much of his thinking concerns living beings and their properties. The nature of universals in Aristotle's philosophy therefore hinges upon his view of natural kinds. Instead of categorizing being according to the structure of thought, he proposed that categorical analysis be directed at the structure of the natural world. He used the principle of predication in his Categories, wherein he established that universal terms are involved in a relation of predication if some facts expressed by ordinary sentences hold.

In his work On Interpretation, he explains that a "universal" is that which may be predicated of many, whereas that which is "singular" may not be. For instance, man is a universal, whereas Callias is a singular; both universals (e.g., a genus, such as "animal", and/or species, such as "man") and singulars may be predicated of an individual man (e.g., Callias is both a man and Callias).

Aristotle elsewhere contends—working, at least initially, from the Platonic principle that what is most universal is also (in some sense) most real—that universals are the proper objects of scientific study: since any given sensible thing is changeable, singular, and not wholly definable, whereas the form or essence thereof is—grasped as a universal—enduring, general, and definite, it is the latter that is apt to serve in causes and explanations (i.e., the sort of knowledge with which scientific understanding is concerned).

For example, consider a particular oak tree: this is a member of a species; it has much in common with other oak trees, past, present and future. Its universal—its oakness—is a part of it; hence, one can study oak trees and learn about "oakness", and, more generally, about the intelligible order within the sensible world. Accordingly, Aristotle was more confident than Plato about coming to know the sensible world; he was a prototypical empiricist and a founder of induction. Aristotle was a new, moderate sort of realist about universals.

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