Jewish philosophy -- Early works to 1800; Judaism -- Works to 1900; Philosophy, Medieval -- Early works to 1800
Having discussed these propositions, I now proceed to explain the
theory of the Mutakallemim concerning the above-mentioned four
problems.
CHAPTER LXXIV
In this chapter will be given an outline of the proofs by which the
Mutakallemim attempt to demonstrate that the universe is not eternal.
You must of course not expect that I shall quote their lengthy
arguments verbatim; I only intend to give an abstract of each proof, to
show in what way it helps to establish the theory of the creatio ex
nihilo or to confute the eternity of the universe, and briefly to
notice the propositions they employed in support of their theory. If
you were to read their well-known and voluminous writings, you would
not discover any arguments with which they support their view left
unnoticed in the present outline, but you might find there greater
copiousness of words combined with more grace and elegance of style;
frequently they employ rhyme, rhythm, and poetical diction, and
sometimes mysterious phrases which perhaps are intended to startle
persons listening to their discourses, and to deter those who might
otherwise criticize them. You would also find many repetitions;
questions propounded and, as they believe, answered, and frequent
attacks on those who differ from their opinions.
The First Argument.
Some of the Mutakallemim thought that by proving the creation of one
thing, they demonstrated the creatio ex nihilo in reference to the
entire universe. E.g., Zaid, who from a small molecule had gradually
been brought to a state of perfection, has undoubtedly not effected
this change and development by his own efforts, but owes it to an
external agency. It is therefore clear that an agent is required for
such organization and successive transmutation. A palm-tree or any
other object might equally be selected to illustrate this idea. The
whole universe, they argue, is analogous to these instances. Thus you
see how they believe that a law discovered in one thing may equally be
applied to everything.
The Second Argument.
Public-domain text, read in full here on John Shaqi.
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