Science, Religion, And the Making of the Modern Mind: Plato and Aristotle
The question of whether or not knowledge is identical to mere true belief goes as far back as Plato, as he argued that correct judgment, though a necessity for knowledge, is not sufficient for it. To reinforce his argument, Plato explains the nature and structure of human knowledge using a set of relevant theories and dialogues. Aristotle, a student of Plato, subscribes to most of Plato's philosophical thought, but disagrees with others, and spends time trying to develop alternative theories in support of his position. There, however, is no doubt that Aristotle's philosophy was influenced by Plato's thought.
Plato's Philosophical Analysis on the Nature of Knowledge
Plato expresses that knowledge is not only unitary and systematic, but has a logic-given structure and unity that "rests at bottom on ontology" (Barnes 22). Furthermore, it presents significant philosophical problems, and is, in itself, essentially explanatory (Barnes 22).
Knowledge is a Systematic and Coherent System: Plato held that knowledge and science alike are not products of randomly-amassed facts, but of properly-organized, well-coordinated axioms. Geometry was the most developed among the Greek sciences; Plato admired it for the intellectually attractive and elegant manner in which it flowed (Barnes 23). It represented an axiomatized system, where one uses a few axioms or primary truths to derive, "by a series of logically compelling deductions, all the other truths of geometry" (Barnes 23). Plato posits that knowledge applies the same principle, in that every theorem held by an individual derives from some pre-determined axioms, but in order to establish the connection between the two, the individual has to employ a complex process of reasoning (Barnes 23; Lloyd 102). To this end, knowledge is unitary and systematic; "systematic because it can be presented axiomatically; unitary because all truths can be derived from a single set of axioms" (Barnes 23).
Knowledge is Structured on Logic: According to Plato, axioms form the basis of knowledge. However, through his dialogues, particularly Sophist and Parmenides, Plato demonstrates that logic must be applied to qualify an axiom and, hence, ensure that the knowledge flowing from it is correct (Barnes 27). The Sophist demonstrates that through logic, one is able to rule a statement as being either true or false, and consequently determine whether or not it qualifies to be held as knowledge (Banach; Barnes 28).
Knowledge is Based on Ontology: ontology is the study of "the fundamental entities of which the world consists" (Barnes 22). Plato's ontological thought is contained in the theory of forms, which postulates that every natural object is an imperfect manifestation of the ideal species or form from which it originates (Banach). Knowledge, therefore, flows from the ultimate realities, on which everything else is dependent. In the Timaeus, Plato demonstrates that human knowledge flows from the Demiurge, who created the cosmos, and desires that everything in it be like Him (Zeyl).
Knowledge is a Search for the Explanation or Causes of Things: knowledge is based upon the condition of causality. Barnes points out that "to explain something is to say why it is so; and to say why something is so is to cite its course" (32). The logic is that if I claim to know something, then I should be in a position to explain every detail of its primary truths, including the causes of the conclusion (Barnes 32).
Knowledge is Based on One's Understanding of the World: the knowledge an individual holds is largely based on what they understand about the world. Plato posited that we believe we know something because according to us, it is in line with what the world has made us understand (Barnes 22).
Of particular significance is that Plato considered the Forms solutions to several scientific and philosophical issues. For instance, Parmenides and Heraclitus held the view that perceptible things are unknowable and unstable; but Plato tends to think that the Forms, which tend to be intelligible, and...
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