Stating that the mathematical conventions stipulated to ensure the logical consistency of transfinite arithmetic have no ontological force, Craig believes that finitism is most plausibly true, and the series of past events must be finite, which he argues indicates the universe began to exist.
Thus, the series of past events must be finite and the universe began to exist. Stating that the mathematical conventions stipulated to ensure the logical consistency of transfinite arithmetic have no ontological force, Craig concludes that finitism is most plausibly true.
Stating that the mathematical conventions stipulated to ensure the logical consistency of transfinite arithmetic have no ontological force, Craig concludes that finitism is most plausibly true. Thus, the series of past events must be finite and the universe began to exist.
Stating that the mathematical conventions stipulated to ensure the logical consistency of transfinite arithmetic have no ontological force, Craig concludes that finitism is most plausibly true. Thus, the series of past events must be finite and the universe began to exist.