Arguments for the existence of God Flashcards

1
Q

Design qua Purpose

A

The clear and evident purpose of the complex structures seen in nature is evidence they were designed

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2
Q

Design qua Regularity

A

The order and regularity of the universe is evidence of a designer

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3
Q

Inductive form of design argument

A

Most complex systems have a designer

the universe is a complex system

the universe is likely to have a designer

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4
Q

Paleys example of regularity

A

solar system

sun close enough to support human life

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5
Q

Paleys example of purpose

A

eyes of animals
crocodile and eagle

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6
Q

Hume’s criticisms of Paley

A

-Multiple Gods
-Universe could’ve grown like a vegetable
Some complex systems aren’t designed
-Epicurean hypothesis- infinity means universe would’ve eventually taken this shape

Even if there is a Designer, no proof its christian God

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7
Q

Hume’s quote about multiple designers

A

“A great number of men join in building a house or ship, in rearing a city, in framing a commonwealth”

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8
Q

Paleys response to “some complex things are not designed”

A

Paley says no one actually believes this

he say natural laws clearly reflect divinity

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9
Q

Paley’s response to multiple designers

A

have you ever seen a council create something as coherent as the universe?

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10
Q

Ex- Nihilo

A

“out of nothing”

this is how aquinas says the world was created

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11
Q

Argument from Motion

A

All things have been moved by another, since this cant go back infinitely because infinite regress, there must be a first mover

the unmoved mover is God

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12
Q

Argument from causation

A

Everything has a cause
infinite regress is impossible
there must be an original, uncaused cause
this is God

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13
Q

Argument from contingency and necessity

A

Some contingent beings exist
in order to avoid and infinite regress, there must be a necessary being
God is the only necessary being

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14
Q

fallacy of composition

A

just because components have a certain property, the entire thing doesnt have the same property

rectangular bricks in cylindrical tower

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15
Q

Principle of sufficient reason

A

everything in the universe must have a cause. as a result, every contingent fact must have an explanation

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16
Q

Steady state universe

A

Russell

Why is an infinite regress impossible? it simply could’ve always been

the universe is made of contingent and therefore likely is contingent

17
Q

Anselm’s definition of God

A

That that which nothing greater can be conceived

18
Q

Descartes definition of God

A

the supremely perfect being

19
Q

Anselm’s ontological argument

A

Anything that exists in reality is better than in imagination
god is the best possible thing you can imagine
God exists in reality

analogy of the painter

20
Q

analogy of the painter

A

painter is going to paint a picture

is the idea of the picture before its painted better than the finally product

anselm says its obvious that he final product is better as its real

21
Q

Descartes ontological argument

A

God is the supremely perfect being
existence is perfection
God is therefore not perfect if he doesnt exist

22
Q

Descartes example of God and existence

A

highlands and lowlands
rivers and banks

23
Q

Gaunilo’s criticism of Anselm

A

You can apply ttwngcbc to anything

for example:
perfect island

24
Q

Anslem’s response to Gaunilos perfect island

A

you can only apply TTWNGCBC to necessary beings
the perfect island is defined differently by everyone
island has no intrinsic maximum

25
Q

Irreconcilable contradiction

A

God cannot be conceived to not exist
if you can imagine something to not exist, its not God

26
Q

strength of ontological argument

A

uses a ride definition of God as its basis

27
Q

weakness of ontological argument

A

only works if we all define God the same way

28
Q

Kant’s criticism of Descartes ontological argument

A

existence is not a predicate
claiming the existence of something adds nothing to its definition (marko exists. Ok? I know?)

29
Q

Deflationary theory of truth

A

saying something is true adds nothing to its definition

30
Q

What does Kant say about existence

A

it must be emperically verified
it cant be logically assumed
so existence cannot remain in the definition of something