Arguments based on reason Flashcards
Define ‘a posteriori arguments’
Arguments which draw conclusions based on observation through experience
Define ‘ontological’
To do with the nature of existence
Define ‘a priori arguments’
Arguments which draw conclusions through the use of reason
Define ‘contingent’
Depending on other things
Define ‘necessary existence’
Existence which does not depend on anything else
Define ‘predicate’
A term which describes a distinctive characteristic of something
Define ‘epistemic distance’
A distance in knowledge and understanding
Define ‘logical fallacy’
Reasoning that has a flaw in its structure
What is ontology?
- The branch of philosophy that explores the concept of existence
- There are different types of existence e.g. physical, mathematical, emotional
Why is the ontological argument a priori and deductive?
- Works from principles, definitions and conceptual truth
- Uses logic rather than sense experience
- Not natural theology, it relies on on its own internal logic
According to the ontological argument, how does everything exist?
Everything other God exists in a contingent way but God is not a being that has come about because of cause as there is no time when God didn’t exist and there is nothing that could stop God’s existence
Describe Anselm’s (1033-1109) beliefs
- Archbishop of Canterbury and Benedictine monk
- ‘Faith seeking understanding’ rather than an attempt to convert non-Christians
- God is the highest sum of all perfections
Describe Anselm’s first form of the ontological argument
- God is that which nothing greater can be thought
- A real, existent being would be greater than an illusionary being
- God must be existent because the concept of God is surpassed by an actual, existent God
Describe Anselm’s second form of the ontological argument
- God is that which nothing greater can be thought
- Contingent beings are inferior to necessary existence
- God is unsurpassable so must have necessary existence
- God exists
What is an analytic proposition?
One which is true by definition, there is no test required to prove the proposition because it is concluded through deduction