Lee el siguiente texto y responde a las cuestiones planteadas.
1. Señala cinco usos o situaciones en las que el lenguaje sea fundamental.
2. ¿Por que, según Wittgenstein no podemos dar una definición de lenguaje? Trata de ilustras tu respuesta con un ejemplo.
Epistemology, or the Theory of Knowledge
Philosophers
have always wanted to know how we can obtain knowledge, and how we can be sure that the things
that we think reflect reality. Which is more important – what we think, or what
we experience? Or
maybe the senses
are our enemies, and they lie to us? Which characteristics must knowledge have in order to be certain?
However, it was
only between the 16th and 18th century that epistemology became one of the most
important areas of philosophy. What happened then?
During this
period, science developed
so much that we talk about the first scientific revolution. We can mention
people like Galileo, Kepler, Newton, or Harvey, and so on. We saw a great
change in this time because after the triumph of Christianity in Europe, the use of
senses and attention to this world was totally abandoned in favour of the
Bible’s explanation. The Bible contained the “truth”, and every rational explanation had
to agree with the Bible. New scientists had no motivation to do new experiments
when they could find all of the answers in the Bible, so they normally only did
small variations on classic experiments that did not contradict the holy book.
From the
16th century on,
a new mentality and a new generation of scientists appeared, who wanted to
experiment and to measure
the world around them, and of course that caused very good results. For
example, Galileo is the inventor of the telescope, and with this new instrument
he could get more evidence for his heliocentric theory. We can also talk about Harvey. He
discovered the pulmonary
circulation of blood by performing vivisections on animals.
In a period when looking at the human body was almost forbidden, he wanted to look and to see for
himself how blood is made and what happens with our blood inside of our bodies.
The explanation that medicine gave in this period came from Galeno in the 1st
century. He said that blood was made by our kidneys and that we are always making new blood.
The problem that had no solution at that time was what happened to the old
blood and why we didn’t explode.
So Harvey had an idea: maybe we always have the same blood moving around our
body, and the lungs
are the motor that keeps
the blood marching.
But how could he
prove this? Well, he took living
animals and cut them open
while they were still alive. Yes, this sounds very traumatic, but this was the
only way to see what was happening inside of us – we had no scanners, no radiography, nothing like
that. Harvey represents the new way of making science quite well, in which it‘s
necessary to see the facts, to measure lengths, to weigh weights, and so on. Now we are
used to this way of working, but it was totally revolutionary at the time, and
of course it caused a lot of success.
But what was
happening with philosophy? No success at all. Philosophers continued arguing without any
definite conclusion. So it was very easy to ask the following question: are we
maybe working badly, are we not using our reason like we should, or are we
maybe asking questions that we are not able to answer? Perhaps if we had a
method like science, we could also get good results. That’s the problem – we
need a method. And that was the main work of Descartes. From that moment,
epistemology became one of the most important areas of philosophy for the next
two centuries. Before I can say I know this or that or I can describe the world
or so on, I have to discover the limits of human reason, and the best way to
employ it.
When we talk
about epistemology, or the theory of knowledge, we are talking about what we
need to get true knowledge. But what are we talking about? In philosophy, we
make a distinction
between knowledge, opinion, belief, and evidence.
Normally, we use
the word ‘knowledge’to refer to something
that we believe and that we can demonstrate to be true. It’s a kind of correspondence between our idea and reality. For
example, I think my mother is blonde, but we can also see the colour of her
hair, and if it is so
then we can say that it is true.
On the other
hand, we use ‘belief’ to refer to an
idea that we really
think is true but we cannot demonstrate. For example, I believe in God. I am
totally sure that God exists, but I can’t prove it.
And an ‘opinion’ is an idea that I’m not sure
of and I can’t demonstrate to be true. For example, in my opinion, I think it’s
going to rain tomorrow – that’s an idea I have. I’m not a scientist and I
haven’t studied meteorology
but I’ve seen the clouds and that’s what I think. Or another example, I think
it’s going to be a lovely
summer – I have reasons to think that, but I cannot prove anything or know the
future. It’s just what I think.
Finally, we have
‘evidence’ that describes a feeling
of total security about an idea, something that cannot be doubted. For example, if
we say something like “I’m a philosophy teacher” or “you are sitting in this
classroom”. However, it describes a subjectivefeeling and it could be that this feeling doesn’t
correspond with reality and we are wrong. Normally, we don’t doubt the things that are presented as
evident, but how could I be sure that I’m not dreaming? Especially when sometimes we have dreams
so realistic that we believe they’re true. Yes, of course, there are many
reasons to believe that we’re not dreaming, but the question is: can I prove
it?
And another
similar question, how can I be sure that my mind works correctly? If I were schizophrenic or paranoid, I would hear or
see things as clearly
as I am hearing and seeing you right now, but they would not be true or real.
Of course, we could answer that if everybody sees the same thing or thinks the
same thought, then that’s proof that what I’m seeing or thinking is true. But
the fact is that it isn’t necessarily so. In the Middle Ages, everybody believed that the world
was flat, but it
wasn’t. So even if everybody thinks the same, everybody can be wrong. How can
we be sure that we are not all paranoid or schizophrenic? We realise we are doing
something strange because most people don’t do the same, but if we were all
paranoid, we would all have the same behaviours and thoughts, and we wouldn’t
be able to realise how crazy we were.
So, although
normally we assume that anything that is evident is also true, we must remember
that when we talk about evidence we are really only saying that we are very
sure of it, and we can still make mistakes. For example, do you remember some
mistakes you have made in exams? You were sure of the answer, you could swear you were right, but
ultimately, you weren’t.
GO TO THE CINEMA!!!!!
It will be interesting to watch A beautiful Mind
Here it is a synopsis of the film
John
Nash arrives at Princeton University as a new graduate student. He is a
recipient of the prestigious Carnegie Prize for mathematics. Though he
was promised a single room, his roommate Charles, a literature student,
greets him as he moves in and soon becomes his best friend. Nash also
meets a group of other promising math and science graduate students,
Martin Hansen, Sol, Ainsley, and Bender, with whom he strikes up an
awkward friendship. Nash admits to Charles that he is better with
numbers than people, which comes as no surprise to them after watching
his largely unsuccessful attempts at conversation with the women at the
local bar.
Nash
is seeking a truly original idea for his thesis paper, and he is under
increasing pressure to develop his thesis so he can begin work. A
particularly harsh rejection from a woman at the bar is what ultimately
inspires his fruitful work in the concept of governing dynamics, a
theory in mathematical economics.
After
the conclusion of Nashs studies as a student at Princeton, he accepts a
prestigious appointment at the Massachusetts Institute of Technology
(MIT), along with his friends Sol and Bender. Russell Crowe as John
Nash. Russell Crowe as John Nash.
Five
years later while teaching a class on Calculus at MIT, he places a
particularly interesting problem on the chalkboard that he dares his
students to solve. When his student Alicia Larde comes to his office to
discuss the problem, the two fall in love and eventually marry.
On
a return visit to Princeton, Nash runs into his former roommate Charles
and meets Charles young niece Marcee, whom he adores. He also
encounters a mysterious Department of Defense agent, William Parcher.
Nash is invited to a secret United States Department of Defense facility
in the Pentagon to crack a complex encryption of an enemy
telecommunication. Nash is able to decipher the code mentally to the
astonishment of other codebreakers.
Parcher
observes Nashs performance from above, while partially concealed behind
a screen. Parcher gives Nash a new assignment to look for patterns in
magazines and newspapers, ostensibly to thwart a Soviet plot. He must
write a report of his findings and place them in a specified mailbox.
After being chased by the Russians and an exchange of gunfire, Nash
becomes increasingly paranoid and begins to behave erratically.
After
observing this erratic behavior, Alicia informs a psychiatric hospital.
Later, while delivering a guest lecture at Harvard University, Nash
realizes that he is being watched by a hostile group of people. Although
he attempts to flee, he is forcibly sedated and sent to a psychiatric
facility. Nash's internment seemingly confirms his belief that the
Soviets were trying to extract information from him. He views the
officials of the psychiatric facility as Soviet kidnappers.
Alicia,
desperate to help her husband, visits the mailbox and retrieves the
never-opened "top secret" documents that Nash had delivered there. When
confronted with this evidence, Nash is finally convinced that he has
been hallucinating. The Department of Defense agent William Parcher and
Nash's secret assignment to decode Soviet messages was in fact all a
delusion. Even more surprisingly, Nash's friend Charles and his niece
Marcee are also only products of Nash's mind.
After
a painful series of insulin shock therapy sessions, Nash is released on
the condition that he agrees to take antipsychotic medication. However,
the drugs create negative side-effects that affect his relationship
with his wife and, most dramatically, his intellectual capacity.
Frustrated, Nash secretly stops taking his medication and hoards his
pills, triggering a relapse of his psychosis.
While
bathing his infant son, Nash becomes distracted and wanders off. Alicia
is hanging laundry in the backyard and observes that the back gate is
open. She discovers that Nash has turned an abandoned shed in a nearby
grove of trees into an office for his work for Parcher. Upon realizing
what has happened, Alicia runs into the house to confront Nash and
barely saves their child from drowning in the bathtub. When she
confronts him, Nash claims that his friend Charles was watching their
son. Alicia runs to the phone to call the psychiatric hospital for
emergency assistance. Parcher urges Nash to kill his wife, but Nash
angrily refuses to do such a thing. After arguing with Parcher, Nash
accidentally knocks Alicia to the ground. Afterwards, Alicia flees the
house in fear with their child, but Nash steps in front of her car to
prevent her from leaving. After a moment, Nash realizes that Marcee is a
figment of his hallucinations because she has remained the same age
since the day he met her. He tells Alicia, "She never gets old." Only
then does he accept that all three people are, in fact, part of his
hallucinations. (It is important to note that in real life, Nash
suffered from auditory hallucinations and possible delusions, instead of
visual hallucinations).
Caught
between the intellectual paralysis of the antipsychotic drugs and his
delusions, Nash and Alicia decide to try to live with his abnormal
condition. Nash consciously says goodbye to the three of them forever in
his attempts to ignore his hallucinations and not feed his demons.
However, he thanks Charles for being his best friend over the years, and
says a tearful goodbye to Marcee, stroking her hair and calling her
"baby girl", telling them both he wouldn't speak to them anymore.
Nash
grows older and approaches his old friend and intellectual rival Martin
Hansen, now head of the Princeton mathematics department, who grants
him permission to work out of the library and audit classes, though the
university will not provide him with his own office. Though Nash still
suffers from hallucinations and mentions taking newer medications, he is
ultimately able to live with and largely ignore his psychotic episodes.
He takes his situation in stride and humorously checks to ensure that
any new acquaintances are in fact real people, not hallucinations.
Nash
eventually earns the privilege of teaching again. He is honored by his
fellow professors for his achievement in mathematics, and goes on to win
the Nobel Memorial Prize in Economics for his revolutionary work on
game theory. Nash and Alicia are about to leave the auditorium in
Stockholm, when John sees Charles, Marcee and Parcher standing and
smiling. Alicia asks John, "What's wrong?" John replies, "Nothing." With
that, they both leave the auditorium.
Now it’s your
turn.
1. Write an example of an opinion, an example of a belief, an example of
knowledge, and an example of evidence.
2. Answer this quiz about the flim:
QUIZ: A Beautiful Mind
Circle the correct answer.
1. Game theory is a distinct and interdisciplinary approach to the study of human behavior.
The disciplines most involved in game theory are mathematics, economics and the other
social and behavioral sciences. Game theory, like computational theory, was founded by
the great mathematician John von Neumann. Since the work of John von Neumann,
"games" have been a scientific metaphor for a much wider range of human interactions in
which the outcomes depend on the interactive strategies of two or more persons, who
have opposed or at best mixed motives. The work of John Nash was about:
• Games in which one player tries to beat the computer.
• Games in which two people fight each other.
• Games in which three or more people fight for global resources, with possible
cooperation between players.
2. John Nash, while in Princeton, is lured to play a math game by some of his friends-to-be.
He loses, much to his amazement, as he says: "I had the first move... my play was
perfect." According to Game Theory, in a complete knowledge game, he should've won,
or at least achieved a draw. He then concludes: "The game is flawed!" What is the name
of that math game?
• Chess
• Go
• Sudoku
• Tower of Hanoi
3. John Nash has won the Nobel prize in:
. Economics
• Game Theory
• Math
• Physics
• Survival Math Skills
4. John Nash says to his friends: “If we all go for the blonde and block each other, not a
single one of us is going to get her. So then we go for her friends, but they will all give us
the cold shoulder because no one likes to be second choice. But what if none of us goes
for the blonde? We won't get in each other's way and we won't insult the other girls. It's
the only way to win.” This example from the movie shows that
• Blondes are hard to get.
• When players cooperate and share resources they can achieve better results than
when they compete for the same thing.
• The color of people’s hair is very important.
• When it comes to blondes, your friends are your enemies
5. Why did John Nash develop schizophrenia?
• He solved too many math problems.
• He was genetically predisposed; one of his sons had it too.
• He didn’t suffer from schizophrenia; those people and those voices were real.
6. John Nash says to Alicia: “I've made the most important discovery of my life. It's only in
the mysterious equation of love that any logical reasons can be found. I'm only here
tonight because of you. You are the only reason I am... you are all my reasons.” Why is
John Nash mixing love and math?
• He has schizophrenia.
• A mathematician will use the vocabulary of math even for non-mathematical
activities. It is a metaphor.
• He solved the equation and Alicia was the solution.
7. Why did the Army offer John Nash a job?
• He wanted to kill Communists.
• They didn’t know he would develop schizophrenia.
• He was very good at math, especially at breaking codes.
• He had connections.
YOUR OPINION IS IMPORTANT
Nacho del Arco Bonet, student of 1BS1 (2015/6) made this reflection about knowlege
I think that in order to know what is actually true, we must start with the lile things that we
are sure of and then keep connecng the dots unl we make a big conclusion. But how can we
be so sure of something? We’ve learnt that the senses can lie to us but without them, we
cannot perceive the world outside. So, I guess that we must believe in our senses and then
make sure that everyone sees the same way we do, because even though we all have di"erent
opinions we perceive reality, more or less, the same way. Or at least, I like to think so. To
support this reasoning, I would like to share a theory I’ve always had in mind. If we look at the
sea, we can all agree that it’s blue, with di"erent tonalies but blue. But what if the way I see
the sea is di"erent from yours? When we were young, we were taught the colours but we can
never know if we see them the same way. So, we made an agreement to name the colours one
way so we all could understand eachother and I think it’s the same with knowledge. We’ve
agreed to name things one way and called them knowledge to make things easier. If it wasn’t
that way, we would live in a world of disagreement which would be such a chaos. On the other
hand, the things most of the people think are right aren’t always applicable for everyone. For
example, we think killing people is wrong and it’s punished by the law, but killing animals in
order to eat isn’t. What is so di"erent? Even though we consider ourselves superior to them
because we’ve developed a language, we are not in the right to take their life away. They don’t belong to us
However, Elisa Sánchez, from the 1BC (2015/6), has a different opinion
How can we know when we think we are doing it right
and it’s real?
In my
opinion, we can’t answer this question with a method, or even answer it,
because we can´t really know what we think is real. It all depends on the
perspective; maybe I´m convinced that something is real, but someone can think
completely different. So we can´t really prove it because, now, how do we know
what person it’s right? The most common answer is: is thinking right the person
who thinks like the others. But, how can we be so sure about that? Maybe
everybody is wrong, like in the past when everybody thought the Earth was
round. Maybe the person who thinks different is right.
To
know if something is real we need to prove it,
if we prove it for a dog (an animal who perceive things completely
different) what is real is completely different, so maybe what the human
perceive is wrong. Maybe that´s the explication why sometimes the people with
mental disorders aren’t aware that they’re ill, because their reality is
distorted and the perceive the world in a different way, so they think
different and are convinced what they see is real or right.