Ontological arguments

    Cards (19)

    • What type of reasoning do ontological arguments use?
      A priori reasoning
    • What do ontological arguments aim to deduce?
      God's existence from the definition of God
    • What do proponents of ontological arguments claim about 'God exists'?
      It is an analytic truth
    • Who proposed the first ontological argument?
      Anselm of Canterbury
    • How can Anselm's ontological argument be summarized?
      God is a being greater than which cannot be conceived
    • What is greater according to Anselm's argument?
      To exist in reality than in the mind
    • What does Anselm conclude about the being greater than which nothing can be conceived?
      It exists both in understanding and reality
    • What is Descartes' version of the ontological argument based on?
      The idea of a supremely perfect being
    • What does Descartes claim about existence?
      Existence is a perfection
    • How does Hume challenge the ontological argument?
      By stating 'God does not exist' is not a contradiction
    • What does Gaunilo argue against Anselm's argument?
      Anything can be defined into existence
    • What does Hume say about analytic truths?
      They lead to contradictions if denied
    • How does Hume argue against the coherence of 'God does not exist'?
      It can be coherently conceived
    • What is Kant's main argument against the ontological argument?
      Existence is not a predicate of things
    • How does Kant illustrate his point about existence using a unicorn?
      Imagining a unicorn does not change its existence
    • What does Malcolm argue about existence in his ontological argument?
      Existence is a necessary predicate
    • What is the conclusion of Malcolm's ontological argument?
      God's existence is necessary
    • What is a possible response to Malcolm's argument?
      The concept of God is self-contradictory
    • How does the meaning of "necessary" change in Malcolm's argument?
      It shifts between property and necessary truth
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