Deck 11: William Rowe: an Analysis of the Ontological Argument

Full screen (f)
exit full mode
Question
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-According to Rowe, Gaunilo's "greatest island" argument

A) refutes Anselm's argument.
B) seems to be no threat to Anselm's argument.
C) makes a strong case for atheism.
D) proves theism.
Use Space or
up arrow
down arrow
to flip the card.
Question
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-According to Rowe, Kant's objection to Anselm-that existence is not a genuine predicate-seems

A) to be a conclusive refutation.
B) incoherent.
C) not to be a conclusive refutation.
D) sound.
Question
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-Rowe asserts that it follows from the definition of magician that some existing thing is a magician.
Question
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-According to Rowe, if we grant to Anselm the premise that God is a possible being, the argument begs the question.
Question
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-Rowe thinks Anselm's argument is sound.
Question
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-Rowe says we may examine and analyze the idea of a unicorn, but it is only by our experience of the world that we can determine that such a thing exists.
Question
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-The most famous objection to Anselm's argument comes from Immanuel Kant.
Question
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-Proponents of Kant's view say that existence is not a predicate.
Question
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-According to Rowe, it is doubtful that Kant provides us with a conclusive refutation of Anselm's argument.
Question
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-Rowe says that Anselm's argument is an indirect proof of the existence of God.
Question
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-According to Rowe, Anselm's argument begs the question.
Unlock Deck
Sign up to unlock the cards in this deck!
Unlock Deck
Unlock Deck
1/11
auto play flashcards
Play
simple tutorial
Full screen (f)
exit full mode
Deck 11: William Rowe: an Analysis of the Ontological Argument
1
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-According to Rowe, Gaunilo's "greatest island" argument

A) refutes Anselm's argument.
B) seems to be no threat to Anselm's argument.
C) makes a strong case for atheism.
D) proves theism.
B
2
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-According to Rowe, Kant's objection to Anselm-that existence is not a genuine predicate-seems

A) to be a conclusive refutation.
B) incoherent.
C) not to be a conclusive refutation.
D) sound.
C
3
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-Rowe asserts that it follows from the definition of magician that some existing thing is a magician.
False
4
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-According to Rowe, if we grant to Anselm the premise that God is a possible being, the argument begs the question.
Unlock Deck
Unlock for access to all 11 flashcards in this deck.
Unlock Deck
k this deck
5
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-Rowe thinks Anselm's argument is sound.
Unlock Deck
Unlock for access to all 11 flashcards in this deck.
Unlock Deck
k this deck
6
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-Rowe says we may examine and analyze the idea of a unicorn, but it is only by our experience of the world that we can determine that such a thing exists.
Unlock Deck
Unlock for access to all 11 flashcards in this deck.
Unlock Deck
k this deck
7
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-The most famous objection to Anselm's argument comes from Immanuel Kant.
Unlock Deck
Unlock for access to all 11 flashcards in this deck.
Unlock Deck
k this deck
8
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-Proponents of Kant's view say that existence is not a predicate.
Unlock Deck
Unlock for access to all 11 flashcards in this deck.
Unlock Deck
k this deck
9
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-According to Rowe, it is doubtful that Kant provides us with a conclusive refutation of Anselm's argument.
Unlock Deck
Unlock for access to all 11 flashcards in this deck.
Unlock Deck
k this deck
10
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-Rowe says that Anselm's argument is an indirect proof of the existence of God.
Unlock Deck
Unlock for access to all 11 flashcards in this deck.
Unlock Deck
k this deck
11
In this reading we encounter St. Anselm's ontological argument for the existence of God and Gaunilo's reply. The argument goes like this: God is by definition "a being than which nothing greater can be conceived." If God, the greatest being that can be conceived, exists only in our minds, then there must be a being greater than God-that is, a God that exists in reality (an existing being is greater than an imaginary one). But this leads to a contradiction: A being greater than God is impossible. Therefore, God must exist in reality (as well as in the mind). Gaunilo replies that if Anselm's reasoning were sound, we could prove something ridiculous-namely, that the greatest island possible exists in reality.
-According to Rowe, Anselm's argument begs the question.
Unlock Deck
Unlock for access to all 11 flashcards in this deck.
Unlock Deck
k this deck
locked card icon
Unlock Deck
Unlock for access to all 11 flashcards in this deck.