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PHYSICS A<strong>ND</strong> REALITY 313<br />

of the field theory considered up <strong>to</strong> now. The reason is that<br />

it has been found necessary <strong>to</strong> use-for the mathematical representation<br />

of the so-called quantum phenomena---entirely new<br />

methods.<br />

While the failure of classical mechanics, as revealed by the<br />

theory of relativity, is connected with the finite speed of light<br />

(its not being co), it was discovered at the beginning of our<br />

century that there were other kinds of inconsistencies between<br />

deductions from mecllanics and experinlental facts, which inconsistencies<br />

are connected with the finite magnitude (its not<br />

being zero) of Planck's constant h. In particular, while molecular<br />

memanics requires that both heat content and (monomromatic)<br />

radiation density of solid bodies should decrease in<br />

proportion <strong>to</strong> the decreasing absolute temperature, experience<br />

has shown that they decrease much more rapidly than the<br />

absolute temperature. For a theoretical explanation of this<br />

behavior it was necessary <strong>to</strong> assume that the energy of a mechanical<br />

system cannot assume arbitrary values, but only certain discrete<br />

values whose mathematical expressions were always dependent<br />

upon Planck's constant h. Moreover, this conception<br />

was essential for the theory of the a<strong>to</strong>m (Bohr's theory). For<br />

the transitions of these states in<strong>to</strong> one another-with or without<br />

emission or absorption of radiation-no causal laws could<br />

be given, but only statistical ones; and a similar conclusion<br />

holds for the ra

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