The Cosmological argument

Cards (162)

  • What question does Leibniz pose regarding existence?
    “Why is there something rather than nothing?”
  • What do cosmological arguments claim about God's existence?
    God's existence explains what exists.
  • What type of reasoning do typical cosmological arguments use?
    A posteriori reasoning based on observations.
  • How are cosmological arguments categorized?
    By causation and contingency.
  • What does Aquinas mean by motion?
    Any kind of change.
  • What is the first premise of Aquinas' first way from motion?
    We observe motion.
  • What does P2 of Aquinas' first way state about motion?
    Motion is the actualization of potential.
  • According to Aquinas, how can a thing come to be in motion?
    By being moved by something else.
  • What conclusion does Aquinas reach about all things in motion?
    They must have been moved by something else.
  • What does C2 of Aquinas' first way conclude?
    There must be a first mover, which is God.
  • What is the focus of Aquinas' second way from atemporal causation?
    Efficient causation.
  • What does P2 of Aquinas' second way state?
    Nothing can cause itself.
  • What is the logical order of sustaining causes according to Aquinas?
    First cause, intermediate causes, ultimate effect.
  • What does C1 of Aquinas' second way imply?
    There must be a first sustaining cause.
  • What does C3 of Aquinas' second way conclude?
    The first cause must be uncaused.
  • What type of causation does Aquinas employ in his arguments?
    Aristotelian efficient causation.
  • What are the two types of efficient causation?
    Sustaining and temporal causation.
  • What is temporal causation characterized by?
    A horizontal sequence of effects over time.
  • How does temporal causation differ from sustaining causation?
    Temporal causation allows independent existence of effects.
  • What is sustaining causation characterized by?
    A vertical hierarchy of continual effects.
  • What does Aquinas' hand analogy illustrate?
    The dependency of secondary causes on the first cause.
  • What does Aquinas mean by 'ontologically first'?
    All subsequent motion depends on it.
  • What does Aquinas think about temporal series having no first cause?
    A temporal series can be infinite without a first cause.
  • What does Edward Feser argue about sustaining series?
    A primary cause is required for causal power.
  • What is impossible for Aquinas regarding causal power?
    An infinite regress of explanation for causal power.
  • What does Feser say about circular or infinite chains of causes?
    They require something outside the series for causal efficacy.
  • What does Copleston argue about the first member in a causal series?
    It must be a mover that is not moved.
  • What does the Kalam cosmological argument focus on?
    The coming into being of the universe.
  • Who popularized the Kalam cosmological argument?
    1. L. Craig.
  • What does the first premise of the Kalam argument state?
    Everything that begins to exist has a cause.
  • What does Craig argue about the universe's beginning?
    The universe began to exist; infinite regress is impossible.
  • What does Craig argue about scientific explanations?
    They apply within the universe, not to its creation.
  • What qualities must the cause of the universe have?
    It must be omnipotent and timeless.
  • What does Craig argue about the impossibility of an infinite regress?
    Actual infinities cannot exist in reality.
  • What example does Craig use to illustrate the absurdity of actual infinities?
    An infinite library with paradoxical sizes.
  • What does Craig argue about traversing an infinite?
    We could never reach this moment.
  • What evidence does Craig use against infinite regress?
    Evidence from modern cosmology and the big bang.
  • What do critics argue against the cosmological argument?
    There could be an infinite regress without a first cause.
  • What does Hume think about infinite regress?
    It cannot be ruled out a priori.
  • What does Craig's library example illustrate?
    An actual infinite cannot exist in reality.