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The Metaphysical Foundation of Buddhism and Modern Science

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side <strong>of</strong> Plato’s interest was notably absent among the Christian<br />

population. I believe it to be true that no Christian made any original<br />

contribution to mathematical science before the revival <strong>of</strong> science at the<br />

time <strong>of</strong> the Renaissance. Pope Silvester II – Gerbert, who reigned in the<br />

year 1000 A.D. – studied mathematics. But he added nothing. Roger Bacon<br />

proclaimed the importance <strong>of</strong> mathematics <strong>and</strong> named contemporary<br />

mathematicians. In the thirteenth <strong>and</strong> fourteenth centuries the<br />

University <strong>of</strong> Oxford cherished mathematics. But none <strong>of</strong> these<br />

mediaeval Europeans advanced the subject. An exception must be made in<br />

favour <strong>of</strong> Leonardo <strong>of</strong> Pisa who flourished at the beginning <strong>of</strong> the<br />

thirteenth century. He was the first Christian to make an advance in the<br />

science which in his early history illustrates the cultural union <strong>of</strong> the<br />

Hellenistic Greeks with the Near East. But, subject to this qualification,<br />

sixteenth-century mathematics was entirely based upon non-Christian<br />

sources. Among the Christians mathematics <strong>and</strong> magic were confused.<br />

<strong>The</strong> Pope himself hardly escaped. We can hardly hope for a better<br />

illustration <strong>of</strong> the curious limitations <strong>of</strong> epochs <strong>and</strong> schools <strong>of</strong> civilization.<br />

It is especially interesting in view <strong>of</strong> the dominant influence <strong>of</strong> Plato upon<br />

Christian thought.<br />

But the Platonic doctrine <strong>of</strong> the interweaving <strong>of</strong> Harmony with<br />

mathematical relations has been triumphantly vindicated. <strong>The</strong><br />

Aristotelian classifications based upon qualitative predicates have a very<br />

restricted application apart from the introduction <strong>of</strong> mathematical<br />

formulae. Indeed Aristotelian Logic, by its neglect <strong>of</strong> mathematical

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