Outline the Ontological argument for the existence of God. Comment on the claim that the strengths outweigh the weaknesses.

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Uzma Tariq 13.06

The Ontological Argument

Outline the Ontological argument for the existence of God.
Comment on the claim that the strengths outweigh the weaknesses.


This essay will discuss the Ontological argument for the existence of God and thus conclude whether or not the strengths outweigh the weaknesses. By definition, the Ontological argument is a deductive argument which attempts the method of a priori proof - using intuition and reason alone. The argument examines the concept of God, and states that if we can conceive of the greatest possible being, then it must exist. Throughout the years many philosophers have made argument both for and against the argument. I will discuss the opinions of these various philosophers and thus reach an overall conclusion.

Philosopher, St Anselm stated that: ‘God is that of which nothing greater can be conceived.’ By this, Anselm is saying that God has to be the greatest and best thing to be thought of. This statement is one in which both believers and non believers can relate to (even the ‘fool’ mentioned in Psalm 14), as if there was a God - by definition He would withhold certain characteristics (such a being a creator) which would make Him most excellent. Anselm then goes on to ask: ‘is it greater for something to exist in mind and reality of mind alone?’ If we apply this characteristic to a situation it is easy to see that it is far better for something to essentially exist in comparison to being a mere pigment of imagination. Therefore, if we combine the two points made so far: ‘God is that of which nothing greater can be conceived’ and ‘it is better to exist in mind and reality than mind alone.’ We can conclude that the greatest thing would be that God exists in BOTH mind and reality, thus, proving existence of God.

In a reply to St Anselm’s argument, philosopher Guanilo used the analogy of an Island. In this he states that: ‘I can conceive of the most perfect island.’ However, just because I can conceive it – does it mean that it exists? In this case, it is clear to see that the answer is no. Another analogy which can be used to explain Guanilo’s argument is one of a ‘£100 note.’ If I was to explain and describe the note in depth commenting on colours, texture, smells – would that mean that the note exists? Guanilo states that Anselm simply describes God – but when applied to other such analogies it is hard to see any logic.

Subsequently, Anselm made a quick rebuttal by stating that the analogies used by Guanilo bear no similarities to God and thus cannot withstand the argument. This is because the idea of an island is contingent and not necessary. This means that the island can always be improved or you can always think of better but God is necessary – beyond the concept of birth and death He is the greatest there is and ever will be – nothing can exceed God by definition.

Another philosopher namely, Descartes also put forward an argument for the ontological argument. He did this by using an analogy of a triangle. Descartes asks: ‘can you imagine a triangle without three sides?’ The answer to which is NO – simply because the very definition of a TRI-angle is to have three sides and three angles. Therefore, ‘can you imagine a God without existence?’ The answer to this must similarly be no as the very definition of God is to exist - It is impossible to imagine God without existence as existence is part of the essence of God.

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Further arguments for the ontological argument come from philosopher Norman Malcolm. He used the argument of statements. In this he says that every statement can be classified as either ‘Yes, No or Maybe.’  We can use this to test the statement: ‘God’s existence is necessary.’ Firstly, we question whether or not this statement could maybe be true – However, if God’s existence is necessary then how can a necessity become a possibility/maybe true? – Calling this statement as ‘maybe true’ is only illogical. We then question whether the statement can be ‘no’ but, a statement is only ever ‘no’ if ...

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