Well, Bill, it's always fun for us to put you in the hot seat and get some of these questions

answered if we get questions from all over the globe. In fact, this first question comes to us from Ecuador,

Francisco and Ecuador.

He says, I've been following for many years,

Dr Craig's ministry, and it's been a real blessing.

I'm even making videos in Spanish based on many of

the arguments I've seen that he uses in a YouTube channel. My question is concerning

Dr. Gregg's position on anti-realism, numbers, and objective morality.

Since morality does exist because it is grounded in God's nature, could that also be the case

for numbers and mathematics?

I understand that, for example, it's strange that propositions and properties exist

as in the conceptualist view.

But mathematics do seem to have some of the characteristics of God,

such as perfection in the sense of consistency in being exact,

and infinity in a way, especially if they are in the mind of God.

So if we separate mathematics or numbers from properties and propositions, would you say that probably they exist in the mind or

nature of God the same way moral values and duties exist? And he says secondly if that's

the case could the conceptualist argument work only with

mathematics or numbers. Thank you very much for your time Francisco.

Well let's just address these in reverse order. Certainly if you do think that mathematical entities

are somehow grounded in God's nature, then you can run a conceptualist argument for God's existence based upon the reality of mathematical objects and the objectivity

of mathematical truth.

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