Gödel's ontological proof

Gödel's ontological proof is a formal argument suggesting that God's existence is logically necessary. It uses advanced logic to define a maximally perfect being—one with all positive qualities—and shows that such a being's existence must be possible, and therefore exists in some form. If a perfect being exists logically in our understanding, then it must exist in reality, because being real is considered a positive, necessary attribute. This philosophical proof aims to demonstrate God's existence through abstract reasoning, connecting the concepts of perfection, possibility, and necessity.