The origin of concepts and the nature of knowledge Flashcards

1
Q

What is Gnosticism

A

Genuine wisdom is only to be gained by means of divine revelation.
E.g. A mystic is wise and a deeply spiritual person, to whom knowledge is given, neither empirically or through reasoning, but from a supernatural source.

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2
Q

What is Rationalism?

A

It is possible to work out substantial truths about geometry and mathematics through reasoning alone. Through the application of reasoning we should be able to understand a significant body of knowledge about the world.
E.g. Mathematical knowledge is gained through reasoning alone

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3
Q

What is Innatism?

A

We are born with some innate concepts and not all knowledge is gained through experience.
For example; instincts.

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4
Q

What is concept empiricism

A

The claim that all our concepts and ideas are gained empirically (through experience).
The only way we gain knowledge is through the imprint of sense experience on our blank slates of minds (tabula rasa)

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5
Q

What are Hume’s simple and complex ideas?

A

All of our concepts are formed through previous sense experience.
Simple concepts are concepts that cannot be broken down into anything less (such as the colour red). When simple concepts are combined, we can create complex concepts.
Such as the simple concept of a horn and a horse to create the complex concept of a unicorn

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6
Q

Does the concept of ‘simple ideas’ make sense?

Criticise Hume’s simple and complex ideas.

A

Simple ideas can be analysed further, so surely they aren’t simple ideas.
For example; a horses mane can be reduced to length, colour, texture, and each individual strand.

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7
Q

Do all simple ideas come from sense experience?

Criticise Hume’s simple and complex ideas.

A

When showing someone 5 shades of blue with one missing, they can rationalise what the missing shade will look like without ever experiencing it.
It is possible to form a concept which has no corresponding impression.

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8
Q

Explain Descartes’ trademark argument

A

The cause of anything must be at least equal to its effect.
I am an imperfect being but I have the clear and distinct idea of a perfect being (God).
I couldn’t have caused this because I am imperfect, therefore a perfect being must have caused this perfect idea.
This perfect being is God.

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9
Q

Is the causal principal true?

Counter Descartes’ trademark argument.

A

A match can cause a bonfire.
A whisper can cause an avalanche.
This means a big effect can have a small beginning, so the idea of God can come from us.

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10
Q

Do we have an idea of an infinite being or infinity?

Counter Descartes’ trademark argument.

A

We don’t have a clear and distinct idea of God because we have no understanding of infinity, as we are finite beings.

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11
Q

The idea of God is incoherent.

Counter Descartes’ trademark argument.

A

Gods attributes are self contradictory.

E.g. Paradox of the stone.

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12
Q

The idea of an all powerful God is not universal.

Counter Descartes’ trademark argument.

A

Some people are not monothiestic, therefore they do not have the idea of God, and this idea is not planted in our minds.
In contrast; maths is a universal truth, God is not.

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13
Q

Empiricism on the idea of God.

Counter Descartes’ trademark argument.

A

Descartes argues that we cannot have the idea of infinite goodness, power or knowledge because we are finite.
However, Hume point out that we can easily take the basic idea of goodness, power or knowledge and amplify it.

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14
Q

Are instincts innate?

A

When we are babies, we have instincts such as crying when hurt or suckling.
However, some could argue that this is only practical knowledge (know-how).
Whilst we cannot deny that we do have instincts when we are born, this is not factual knowledge.

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15
Q

Are morals innate?

A

It my be that we have an innate sense of what is right and wrong. Moore’s yellow argument; the sensation of yellow is different to the description of light waves. This can be applied to morality, we can describe it physically but not the sensation of morality. Therefore morals are innate.
However, Hume says that we are not born with morals, just emotional faculties and upon having certain sense impressions, these may generate emotions and it is from these that we derive moral ideas.

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16
Q

Are numbers innate?

A

Numbers are innate because we never have sense experience of them. We never truly experience two, only examples of two-ness.
However, an empiricist response to this is to say that we can acquire the concepts of different numbers by abstracting from experiencing collections of objects.

17
Q

Are universal concepts innate?

A

We never truly experience beauty, justice and other universal concepts. We acquire these concepts by observing the essential nature of them by using our minds and not our senses.
If tabula rasa is true then when we wouldn’t be able to recognise beautiful things.

18
Q

Explain Locke’s criticism of innate ideas being unnecessary.

A

Why would God or nature bother giving us eyes if we had the concept of colour already in us? Occham’s Razor would say that the simplest explanation is that we perceive colour with our eyes.

19
Q

Explain Locke’s criticism of innate ideas, that no ideas are universally held.

A

All humans have different upbringings and experiences and so have different ideas. If some ideas are held by all of humanity then these ideas cannot be derived from our experiences, they must be innate.
However, things considered universally held such as maths or morality are not held by children or idiots.

20
Q

Explain Locke’s criticism of the transparency of ideas.

A

If we did have innate ideas we would have perceived them because we should be able to perceive any ideas that we have. For any idea to be in our mind we must have been conscious of it at some point.

21
Q

How can we distinguish innate ideas from other ideas? (Locke and Leibniz)

A

An innate idea is having the capacity to learn it when older like geometry.
However Locke argues that everything must be ‘innate’ because at birth we have the capacity to learn the majority of things.
Leibniz counters Locke and says that we can distinguish innate between empirical because innate ideas are necessarily true.

22
Q

Explain Locke’s criticism of the reliance on the supernatural.

A

Many versions of innatism claim that innate ideas like mathematics and morality is placed by God. However, the concept of God is incoherent and all of our ideas can be explained naturally so there is no need to rely on God.

23
Q

What is foundationalism?

A

Empiricism is a form of foundationalism.
It is a theory of knowledge that claims that all our beliefs and knowledge have underpinning foundation (for empiricism this is senses).

24
Q

Why is scepticism a challenge for empiricism?

A

The foundation of empiricism is sense experience, however we cannot trust our senses.
As Descartes says we could be tricked by an evil demon who is causing all of our perceptions, we would have no way of knowing if what we were perceiving is really true, therefore the foundation of empiricism is flawed.

25
Q

Explain Hume’s fork.

A

All knowledge is either relations of ideas or matters of fact.
Relations of ideas are by reasoning (analytic truths)
Matters of fact are by experiencing how the world is (synthetic truths)

26
Q

What is inductive reasoning?

A

Associated with science and empiricism, looks at how the world works and generalises from this

27
Q

What is deductive reasoning?

A

Used in mathematics and logic, is associated with rationalism - from innate ideas, is possible to deduce must also be the case about the world.

28
Q

Explain the empiricist claim that there is no a priori knowledge.

A

We obtain all our knowledge - including mathematical - from knowledge via experience.
We can make observations of maths from the world such as things in pairs or threes.
The difference between mathematical truths and other empirical truths is that the evidence we have for them is more consistent as we do so by reasoning.

29
Q

Explain the empiricist claim that a priori knowledge does exist but tells us nothing about the world.

A

Analytic truths are true in the virtue of the meaning. Such as; No one can steal their own property. However, this tells me no new knowledge as it was already present in the knowledge I had, I am merely teasing out facts that I already knew.

30
Q

Can geometry provide us with new knowledge about the world?

A

Euclid’s Axiomatic system; set of necessary mathematic truths such as a circle has on line and every point has the same distance from the centre - through the use of reasoning we can make a large systematic body of truths which apply to the world such as constructing bridges and the properties of shapes that we have never experienced.

31
Q

Can algebra provide us with new knowledge about the world?

A

Plato; Mathematics works out the relationships between the various entities (numbers) that apply to the world we inhabit.
Empiricists; Mathematics are generalisations from experience.
Logicism; Mathematical truths are a clear example of a priori knowledge. We are able to generate truths in a way that is very different from empirical generalisations, using deduction rather than induction.

32
Q

According to Descartes, can rationalism generate knowledge beyond the mathematical and the analytic?

A

Cogito ergo sum - doubted everything until the only belief that couldn’t be doubted was that he existed. This means that the only thing we can be certain of is an a priori statement, and it tells us about something that exists so it is synthetic.
This means that it is possible to deduce further truths and from these build series of truths about the world. However, he created an issue with the evil demon theory. But by proving God’s existence with the trademark argument, Descartes claims that God wouldn’t deceive us so we can trust our senses.

33
Q

According to Plato, can rationalism generate knowledge beyond the mathematical and the analytic?

A

Theory of the forms - our souls are immortal and prior to existence we experienced the perfect forms of things and now we only remember parts of these, but we are born knowing them - such as beauty.
Plato argues that if you show a slave boy a smaller square within a larger square, he will innately know that the larger square has double the area of the smaller square without ever experiencing it before.

34
Q

According to Spinoza, can rationalism generate knowledge beyond the mathematical and the analytic?

A

All truths are necessary and nothing is contingent. Our minds are not powerful enough to see why everything is the way it is and humans cannot see that every part of the universe is connected. All truths in the world can be established through reasoning alone and all events are necessary but appear contingent because of our finite knowledge.