Ontological arguments

Cards (9)

  • Ontological arguments
    • Deductive a priori arguments.
    • Prove that God has all perfections, but do not show that he created the universe and is a personal God.
  • St Anselm's ontological argument 

    P1: God is that than which nothing greater can be conceived.
    P2: Even a fool (an atheist) Can understand that God is the greatest possible being.
    P3: The fool says that there is no God in reality.
    P4: The fool is convinced that God exists only in his understanding, not in reality.
    P5: it is greater to exist in both the understanding and reality than merely in the understanding.
    P6: To genuinely be the greatest, the greatest possible being must exist in both the understanding and the reality.
    C: God exists in reality.
  • Descartes' ontological argument 

    P1: I have an idea of God, a perfect being.
    P2: A perfect being must have all perfections.
    P3: Existence is a perfection.
    C: Therefore God exists.
  • Norman Malcom's ontological argument

    P1: God cannot come into existence.
    P2: So if God does not exist then his existence is logically impossible.
    P3: if God exists, then his existence is logically necessary.
    P4: Either God's existence is logically impossible or logically necessary.
    P5: God's existence is not logically impossible (because the concept of God is not self-contradictory).
    P6: Therefore God's existence is logically necessary
    C: Therefore God exists.
  • Gaunilo's perfect island objection

    P1: There is a lost island which is the most excellent of all islands.
    P2: No one has difficulty conceiving of this lost island, it exists in our understanding.
    P3: It is more excellent to exist in the understanding and in reality, rather than in the understanding alone.
    C: Therefore the most excellent of all islands must exist.
  • Hume's empiricist objection to a priori arguments for existence

    P1: Nothing that can be distinctly conceived entails a contradiction.
    P2: For any being that we can conceive of as existent, we can also distinctly conceive of that being as non-existent.
    C: Therefore there isn't any being whose non-existence entails a contradiction.
  • Ayer's empiricist objection to a priori arguments for existence

    P1: A priori propositions are certain because they are tautologies.
    P2: From a set of tautologies, only further tautologies can be validly deduced.
    P3: The existence of anything, including God, is not a tautology.
    C: Therefore we cannot validly deduce the existence of God from a priori propositions, and the ontological argument fails.
  • Predicate
    The properties we are claiming the subject has e.g., red. 
  • Kant's objection based on existence not being a predicate.
    P1: A genuine predicate ads to our conception of a subject and helps to determine it.
    P2: Existence does not add to our conception of a subject or help determine it.
    C: Therefore existence is not a genuine predicate.