A cosmological argument , in natural theology , is an argument which claims that the existence of God can be inferred from facts concerning causation , explanation, change, motion, contingency, dependency, or finitude with respect to the universe or some totality of objects. Whichever term is employed, there are two basic variants of the argument, each with subtle yet important distinctions: in esse essentiality , and in fieri becoming. The basic premises of all of these arguments involve the concept of causation. The conclusion of these arguments is that there exists a first cause for whichever group of things it is being argued has a cause , subsequently deemed to be God. The history of this argument goes back to Aristotle or earlier, was developed in Neoplatonism and early Christianity and later in medieval Islamic theology during the 9th to 12th centuries, and was re-introduced to medieval Christian theology in the 13th century by Thomas Aquinas.
Argument For The Cosmological Argument
The Cosmological Argument: The First Cause | parentvoice.info
There are several versions of the argument, the classic being that of St. Thomas Aquinas. Other significant figures include Leibniz and Kant. The Medieval philosopher, St.
Cosmological Argument as a Philosophical Concept
Home Philosophy Existence of God. Throughout human history, very few questions have been expanded upon and ripped apart as frequently as the existence of God. What is God?
Our universe is, in essence, a thermodynamic system — the fact that its functioning is concerned with the continual dispersal of entropy proves the validity of this statement better than anything else does. As one can judge from observing the surrounding physical reality, there is nothing self-contradictory about the way in which it extrapolates itself. Had it been otherwise, we would be in the position to refer to the same physical subject and consequently the universe as being both existent and non-existent at the same time. The very logic of scientific progress stands out to testify to the full soundness of this suggestion.