Nashotah House

TH 1 / Michaelmas 2000 / September 11



"Proofs for the Existence of God"



Proving God

Arguments and Objections

2.1 The Ontological Argument (First posed by St. Anselm, used by Descartes and others, including Hartshone in the 20th century). Somewhat difficult [not used by Kreeft]. Anselm posits the definition of God: That than which nothing greater can be conceived. If God did not really exist, then there would be a contradiction, because the reality of God would indeed be superior to this idea. Thus: if this definition of God is accepted, and it exists in the mind, then the reality must also exist.

Gaunilo's objection: We can imagine an island, defined that one more perfect could not be imagined. Because the reality is better than idea, then it should exist.

Anselm's argument counters: It is only in the case of God where perfection is part of the definition and essence of God. Islands (and other things) are not necessarily perfect, while God is.

In the 18th century, the philosopher Kant objected (see reading 1.18). When we say that "God exists" we are not adding a new predicate to God (such as "wise" or "loving")

2.2 The "Five Ways" of Thomas Aquinas

2.3 Objections

Kreeft presents (pp. 33-34) several possible objections and then possible replies, such as the ambiguity of the notion of cause, and the possibility of infinite regress. In addition, however, we might add:


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