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Showing posts with the label Moral Law

The Moral Law Vs The Laws of Nature and the Atonement of Christ for the Sins of the World

In  Mere Christianity, C. S. Lewis  insisted that the Moral Law is different from the Law of Nature and possesses a different kind of reality independent of us because of its cognitive and conative nature. ...what we usually call the laws of nature–the way weather works on a tree for example–may not really be laws in the strict sense, but only in a manner of speaking. When you say that falling stones always obey the law of gravitation, is not this much the same as saying that the law only means ‘what stones always do’? You do not really think that when a stone is let go, it suddenly remembers that it is under orders to fall to the ground. You only mean that, in fact, it does fall. In other words, you cannot be sure that there is anything over and above the facts themselves, any law about what ought to happen, as distinct from what does happen. The laws of nature, as applied to stones or trees, may only mean ‘what Nature, in fact, does’. But if you turn to the Law of Human Natu...

Are Abstract Objects Real? or Did God Create Abstract Objects, If There Are Anything Like That?

Christian philosophers have debated this issue for some time. Some believe that abstract objects exist; others, that they don’t exist; still others, that the question is meaningless. Views such as Platonic realism hold that abstract ideas and objects (such as the laws of logic and mathematical objects) have objective existence independent of minds. Some Christian theologians believe that abstract objects cannot exist independently; for if they did, they would nullify the doctrine of divine aseity , which states that there is nothing that is co-eternal with God. But, what about the view that abstract objects were created and are part of the invisible creation of God? For example, can it be possible that numbers don’t exist (not number of things, but the numbers themselves)? If numbers don’t exist, how can numbers be the object of our knowledge and how can mathematical propositions be called true if they do not correspond to reality? If knowledge a subject-object relationship, how can o...