1.3 Ontological Argument - concepts Flashcards

1
Q

Anselm’s definition of God

A

that than which nothing greater can be conceived

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2
Q

overview of the first stage of Anselm’s argument

A
  • god is by definition the greatest conceivable thing
  • the greatest conceivable thing must by definition exist in reality because that which exists in reality is greater than what exists only in the mind
  • god necessarily exists in reality
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3
Q

Anselm: who must accept the concept of God he puts forwards

A

any reasonable person.
even an atheist must admit they can understand this conception of God

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4
Q

Anselm: denial that the greatest possible being (God) exists in reality is a what?

A

self-contradiction

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5
Q

Gaunilo’s island criticism overview - why Anselm’s formula is false

A

suggests you can argue anything has necessary existence if you conceive of it as the greatest possible thing.
Eg could argue that if you conceive of a ‘greatest island’ this conception of an island must exist in reality, which is absurd - imagining an island does not grant it reality

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6
Q

Second stage of Anselm’s argument (response to Gaunilo)

A

argument only applicable to a necessary being (God), not something contingent which can be thought of as not existing

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7
Q

overview of original Cartesian ontological arg

A

P1 - God is a supremely perfect being
P2 - existence is a perfection
C - God has existence as a perfection
God exists

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8
Q

imperfection as evidence for existence of perfection

A

that there is imperfection in the world makes sense only in the face of perfection, suggesting ‘absolute perfection’ must exist

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9
Q

how Descartes argues God without existence is like a triangle without three sides

A

the properties of a triangle are necessary to it - triangles exist because we define and understand them by their predicates. the same logic applies to God: as God is defined as the supremely perfect being, and existence as a perfection, existence is a predicate of God and therefore necessary to God

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10
Q

limit of Cartesian ontological argument (with triangle example)

A

only establishes that IF there is a God, God must exist
that IF a triangle exists it has three sides does not prove the existence of triangles

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11
Q

Descartes’ restatement of the Cartesian Ontological arg in response to criticsim

A

P1: whatever is necessary of something must be actually part of it
P2: it is necessary of God that he exists - by definition, as the supremely perfect being, his essence is to exist
C: God must exist

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12
Q

how Descartes’ argument is an improvement of Anselm’s

A
  • specifies it only applies to an absolutely necessary and perfect being
  • ‘perfection’ a more objective standard to base it on than what we are capable of conceiving
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13
Q

goal of a theistic proof

A
  • strengthen faith of theists
  • ability to convince people
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14
Q

strengths of inductive thought / argument

A
  • typically based on empirical, verifiable experience
  • does not demand we accept definitions as fixed
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15
Q

strength of deductive thought / argument

A

based in logic and rationality - conclusion necessarily follows from the premises and will convince any reasonable person

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16
Q

weakness of inductive thought / arguments

A

cannot produce proofs that completely remove an element of doubt from the conclusion - idea of certainty can no longer apply

17
Q

weaknesses of deductive thinking / argument

A
  • validity of conclusion relies entirely on whether one accepts premises as analytically true
  • can only say that if certain phenomena are the case then we can make certain claims about them
18
Q

what is a successful argument

A

one in which the conclusion is implied by the premises

19
Q

what is a valid argument

A

an argument containing no contradictions

20
Q

what is a ‘good’ argument

A

an argument in which the conclusion follows the premises AND the premises are true

21
Q

why God’s existence cannot be directly proven

A

direct proof relies on observation and the impossibility to rationally doubt what is being seen - although some may argue God’s existence obvious via examining nature etc, this is reliant on intuition and not obvious to all people

22
Q

Kant: analytic statements

A

statements which are true by definition because the predicates are contained within the subject - their denial leads to self contradiction

23
Q

Kant: synthetic statements

A

statement in which the predicate adds new information about the subject, and its truth is determined through empirical observation

24
Q

is the ontological argument useful to help the non-believer come to faith?

A

arguably no - requires a certain amount of faith either in God, or in the definition of God, to begin with

25
is the ontological argument useful in strengthening faith of the believer?
yes - proves if God exists, then he exists necessarily - provides the believer with a God worthy of worship
26
Kant objection: evidence we have no clear idea of a necessary being
God is defined largely in negative rather positive terms - have an idea of what God is not, rather than what God IS
27
Kant objection: necessity does not apply to existence - there are no necessary propositions about existence
only type of necessity is where statements are necessary because of the way words and language are used, so can be applied to propositions but not reality
28
what does Kant mean by: it is true that a unicorn must have a horn, but this does not mean unicorns actually exist
what is logically possible may not be ontologically possible
29
Kant objection: existence is not a predicate
removal of predicates results in contradiction - eg removing predicate of three sides but still have a triangle would be a contradiction. Removing the existence of triangles is not a contradiction. Predicates of a triangle do not require it to exist
30
what does Kant mean by: to say a hundred dollars is real rather than imaginary does not add any characteristics to a dollar
existence adds nothing to the concepts of an essence - it is not a perfection
31
Kant: how accepting existence as a predicate leads to absurd conclusions
results in contradiction of treating non-existent things as if they do have reality - because to lack a property (eg existence), there must be something that exists to lack it
32
Kant: rejection of idea God's existence can be proven via pure reason
one can have an idea of something, but however much you develop the idea, you have to go outside it by getting evidence from experience as to whether or not it exists