Definitions Of Abnormality Flashcards

1
Q

DEFINITIONS OF ABNORMALITY: define statistical infrequency

A
  • This definition states abnormality is when an individual has a less
    common characteristic than most of the population, so therefore the
    behaviour is seen less frequently in society.
  • Behaviour that is rarely seen is abnormal. People who score outside of the normal distribution (top and bottom 2%) can be defined as abnormal.
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2
Q

DEFINITIONS OF ABNORMALITY: define deviation from social norms

A

This definition defines any behaviour which differs from that which
society expects as abnormal.
- Society has certain established “norms” of behaviour which are
expectations about how “normal” people behave.
- These are passed on through socialisation. When a person behaves in a
way that is different from how they are expected to behave, they may be defined as abnormal.

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3
Q

DEFINITIONS OF ABNORMALITY: define failure to function adequately

A
  • Abnormality judged as inability to deal with the demands of everyday living.
  • Failure to maintain basic nutrition, hygiene, relationships, employment. Rosenhan & Seligman (1989): proposed the following signs:
  • Not conforming to interpersonal rules (eye contact, personal space)
  • Experience of severe personal distress
  • Behaviour is irrational or dangerous to themselves/others.
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4
Q

DEFINITIONS OF ABNORMALITY: define deviation from ideal mental health

A
  • This definition defines abnormality as the absence of signs of good mental health.
  • Jahoda developed a criteria for these ideals:
    > Accurate perception of reality
    > Positive attitude to him/herself (good self-esteem and of lack guilt Self-actualisation – reach potential.
    > Resistance to stress
    > Environmental mastery
    > Be independent of other people (autonomy)
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5
Q

Pro for Statistical infrequency

A

P: One strength of deviation from social norms is it can be useful for clinical practice.
E: For example, IQ is measured in terms of normal distribution for those
who are two or more standard deviation below the mean.
E: This means this definition has real life application as it used as a real measure for certain behaviours.
L: This increases the validity of the definition in using it as a measure to define abnormality.

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6
Q

Con for Statistical Infrequency:

A

P: A limitation of using statistical deviation to diagnose abnormality is that many abnormal behaviours are desirable.
E: For example, very few people have an IQ over 150, yet having such an
IQ is not undesirable. Furthermore, there are some common behaviours that are seen to be undesirable.
E: For example, experiencing depression is relatively common but the disorder is considered abnormal and undesirable.
L: Therefore, we are unable to distinguish between desirable and undesirable behaviours.
Can also lead to stigmatisation

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7
Q

Pro for deviation from social norms

A

P: One strength of deviation from social norms is it can be useful for clinical practice.
E: The key defining characteristic of antisocial personality disorder is the
failure to conform to culturally acceptable ethical standards.
E: Deviation from social norms is also helpful in diagnosing schizotypal personality disorder, involving ‘strange’ beliefs and behaviour.
L: This means that deviation from social norms is useful in psychiatric diagnosis.

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8
Q

Con for deviation of social norms:

A

P: A limitation of this definition is that social norms change across time periods and therefore it is not consistent across time.
E: For example, homosexuality is today socially acceptable in most western cultures but in the past, it was a classification in the DSM and even illegal.
E: Whether somebody is defined as abnormal is then dependent upon the prevailing social morals and attitudes.
L: This can the produce inconsistent results across history meaning the measure lacks temporal validity.

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9
Q

Pro for failure to function adequately:

A
  • P: A strength is that it does take into account the patient’s subjective perspective.
  • E: it allows us to view the mental disorder from the point of view of the person experiencing it.
  • E: It is also relatively easy to judge objectively because we can list behaviours (e.g. can dress self, prepare meals, etc.) and check whether a person is functioning.
  • Therefore, if treatment and support is required it can be specific to the patient’s individual needs.
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10
Q

Con for failure to function adequately:

A
  • P: A limitation of this definition of abnormality is that it requires an objective judgement of a way of life.
  • E: Someone may see not having a job as a failure to function adequately, but others of an alternative lifestyle may disagree. Those who enjoy extreme sports may also be seen to be behaving in a maladaptive way.
  • If we treat these as “failures” of adequate functioning, we may be limiting personal freedom and discriminating minority groups.
  • L: This poses a challenge for this definition because it may depend on who is making the judgement rather than the behaviour itself.
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11
Q

Pro for deviation from ideal mental health

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P: A strength of the ideal mental health criterion is that it is highly comprehensive.
- E: Jahoda’s concept includes a wide range of criteria and covers most of the reasons people seek mental health support.
- E: This allows mental health to be discussed meaningfully with a range of professionals with different theoretical views, eg psychiatrist or CBT therapist.
- L: This means that ideal mental health provides a checklist against which we can assess and discuss psychological issues

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12
Q

Con for Deviation from ideal mental health:

A

P: A limitation of this approach is that it sets high standards for mental health which may be unachievable for most people
- E: Few people achieve full self-actualization . It is hard to even be sure what this is for each person. Therefore, this definition says a large number of people have aspects of abnormality.
- E: Furthermore, the criteria are quite difficult to measure. For example, how east is it to assess whether someone has the capacity for personal growth?

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