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Defenders Podcast

Defenders: Excursus on Natural Theology (Part 9): 1st Philosophical Argument for the Beginning of the Universe

Defenders Podcast

William Lane Craig

Christianity, Society & Culture, Religion & Spirituality, Philosophy

4.7724 Ratings

🗓️ 8 June 2022

⏱️ 36 minutes

🧾️ Download transcript

Summary

Transcript

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0:00.0

Welcome to Defenders, the teaching class of Dr. William Lane Craig, today an excurses

0:10.0

on Natural Theology.

0:11.9

Part 9.

0:12.9

For more resources from Dr. Craig, go to reasonable faith.org.

0:17.7

Last week we began talking about the Kalam cosmological argument and I offered a defense of the first premise.

0:25.6

Today we want to turn to the second premise of that argument, which is that the universe began to exist.

0:33.6

This is obviously the more controversial of the two premises.

0:38.5

It's fairly obvious, I think, that if the universe began to exist, then the universe has

0:44.1

a cause of its existence.

0:46.1

But it's by no means obvious that the universe began to exist.

0:50.1

So I want to examine both philosophical arguments and scientific evidence in support of this

0:57.0

second premise. And if you were to ask me what the relationship is between these two, I would

1:02.8

say that for me at least the first line of defense for this second premise is the philosophical

1:10.8

arguments and I see the scientific evidence

1:13.7

as simply a confirmation empirically of a conclusion already established on the basis of philosophical

1:22.6

arguments.

1:23.6

So I will often speak of the support for this premise in terms of philosophical arguments

1:29.7

and scientific confirmation.

1:33.7

Now let's look at the first philosophical argument.

1:37.9

Al-Hazali, the 12th century Muslim theologian, whom we've taken as our springboard for examining this argument, argued

1:46.7

that if the universe never began to exist, then there has been an infinite number of past events

1:55.8

prior to today. But he argued an infinite number of things cannot exist, and therefore it follows that

...

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