100% de satisfacción garantizada Inmediatamente disponible después del pago Tanto en línea como en PDF No estas atado a nada 4.2 TrustPilot
logo-home
Resumen

Summary 2.2 Problem 5: Science

Puntuación
-
Vendido
-
Páginas
7
Subido en
27-10-2022
Escrito en
2021/2022

These are the notes of Problem 5 of course 2.2: History of Psychology. These notes consist of notes from literature as well as additional class notes, diagrams and tables. Using these notes, I obtained a grade 7.0 in the final exam. Good luck!

Mostrar más Leer menos
Institución
Grado









Ups! No podemos cargar tu documento ahora. Inténtalo de nuevo o contacta con soporte.

Escuela, estudio y materia

Institución
Estudio
Grado

Información del documento

Subido en
27 de octubre de 2022
Número de páginas
7
Escrito en
2021/2022
Tipo
Resumen

Temas

Vista previa del contenido

2.3 Problem 5: Science

What is Science and Why Is It Useful?

Stereotypes of Science

 Science = process by which objectively defensible knowledge is produced and
handled by humans. Science is ‘a way of knowing’
 Seeing science as an academic subject matter is superficial, doesn’t tell us what
science really is
 Other stereotypes: scientists work in laboratories, wear white coats. Also
stereotypically male
 Adults see scientists as stereotypically nefarious, evil, ‘mad scientist’
 Seen as different from the ‘norm’; geek = high intelligence, poor fashion sense, etc.
 Stereotypes about science are problematic; science less appreciated by general
population, rejection of science as worthwhile cultural activity
Another consequence is imitation of science by posers, e.g., wearing white coats to
pose as scientist
 Not all scientific jargon is long and difficult to understand, sometimes amusing.
People who are imitating are less likely to use language like that, more likely to try
and sound smart and use big words

‘Science’ as a way of knowing

 Complexity behind ‘knowing’
When people say they know something, usually mean they think they know
something. Knowing is different to thinking/believing. Knowing = being aware of
something that is true while also being directly aware of the very fact that it is true. So
to know something, you must have a basis for being sure that it’s actually true
 Plato: justified truth belief (JTB). Beliefs that are correct by coincidence doesn’t
equal knowledge. There is more to ‘knowing’ than simply believing things are true.
For something to be knowledge, needs to meet all 3 requirements: to be justified, to
be true, and to be believed
 Some philosophers argue that JTB conditions are insufficient
Gettier  conjunctive beliefs. 2 beliefs combined into either/or statement, e.g., ‘I
believe that John drives a blue car or that Mary is in Barcelona’. ‘John drives a blue
car’ might be justified but untrue, ‘Mary is in Barcelona’ may be unjustified by true
But because the sentence is separated by ‘or’, the statement becomes both justified &
true
 Types of info we know will fall into different categories. Some info will be true by
definition. This means that it refers to something that has an already agreed meaning,
can’t be disputed, e.g., spaniel is a type of dog bc it’s defined as a type of dog
 This type of info = analytic proposition/analytic truth (in contrast to synthetic
truth, which refers to info that requires evidentiary confirmation)
 Other types of info which are true can be generated by your own thoughts, e.g.,
knowing 1+1=2, so you know that 2-1=1. You can also figure out bigger number -1,
which you’re less likely to have been told directly. You can ‘know’ these conclusions
without having to consult an external source or look for evidence
This type of info is known as ‘axiom’. Both analytic truths & axioms can be classified

, as types of truism, which is the term used to describe claims that are true without
question
 Complications arise when we feel we ‘know’ something with subjective certainty
without it being true by definition, e.g., belief that sun will rise tomorrow. This info
‘feels’ obvious to us. But treating something as ‘true’ just bc it feels true is
problematic, might be false. E.g., view that poverty causes criminality. Seen as true,
bc these 2 conditions are often seen together, but this doesn’t mean that one caused
the other, maybe instead of poverty causing criminality, criminality caused poverty, or
maybe they caused one another simultaneously, or other factors are involved, or
maybe it’s a coincidence
 Correlation does not imply causation
But we can become overly cautious; instead of treating correlational associations as
potentially weak, we treat them as if they were misleading
 Correlation is not all bad; while correlation doesn’t imply causation, causation does
imply correlation.
Poverty-related scenarios represent each of the alternative, non-causal interpretations
of correlation:
1) Criminality caused poverty  reverse causality
2) They caused one another simultaneously  confounding
3) Other factors involved  dependence on synergies
4) Coincidence
 Because of these 4, straightforward causality is often forgotten
 Correlation does not imply causation causes confusion; answering the phone when
it rings, stepping away from something hot, etc. all require ability to infer causation
from observed correlations. But still, just bc something seems ‘obvious’, doesn’t
mean that it’s true
 We turn to others for knowledge; this has built much of human knowledge
 Conclusion: some of the things we claim to ‘know’ are true by definition, others ‘feel’
true, other info is passed on from 3rd parties

Science as a formal process of knowledge-generation

 Ideal of science is to eliminate role of subjective judgment in knowledge-generation,
so error can be avoided

 Deduction = premises of successively lessening generality are combined to produce
an irrefutably true conclusion, e.g., if you know that all dogs are mammals and that
your friend has a pet dog, then you are using deduction when you conclude that your
friend’s pet is a mammal (general  specific)

 Induction = specific pieces of info derived from larger group are considered together,
a pattern is identified, and a conclusion about the larger group is drawn on the basis
that the pattern will continue. E.g., if you know your friend has 25 pets, and that 24 of
them are dogs, then you are using induction if you conclude that 25th is also a dog
(specific  general)

 While deduction is always true (all dogs are mammals), induction is not necessarily
true (friend’s 25th pet might not be a dog). Deduction is a form of re-instating what is
already known, while inductions are a form of generalisation
$6.66
Accede al documento completo:

100% de satisfacción garantizada
Inmediatamente disponible después del pago
Tanto en línea como en PDF
No estas atado a nada


Documento también disponible en un lote

Conoce al vendedor

Seller avatar
Los indicadores de reputación están sujetos a la cantidad de artículos vendidos por una tarifa y las reseñas que ha recibido por esos documentos. Hay tres niveles: Bronce, Plata y Oro. Cuanto mayor reputación, más podrás confiar en la calidad del trabajo del vendedor.
akiestudholme Erasmus Universiteit Rotterdam
Seguir Necesitas iniciar sesión para seguir a otros usuarios o asignaturas
Vendido
16
Miembro desde
5 año
Número de seguidores
13
Documentos
19
Última venta
2 año hace

3.8

5 reseñas

5
1
4
2
3
2
2
0
1
0

Recientemente visto por ti

Por qué los estudiantes eligen Stuvia

Creado por compañeros estudiantes, verificado por reseñas

Calidad en la que puedes confiar: escrito por estudiantes que aprobaron y evaluado por otros que han usado estos resúmenes.

¿No estás satisfecho? Elige otro documento

¡No te preocupes! Puedes elegir directamente otro documento que se ajuste mejor a lo que buscas.

Paga como quieras, empieza a estudiar al instante

Sin suscripción, sin compromisos. Paga como estés acostumbrado con tarjeta de crédito y descarga tu documento PDF inmediatamente.

Student with book image

“Comprado, descargado y aprobado. Así de fácil puede ser.”

Alisha Student

Preguntas frecuentes