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Ways of approaching research : Quantitative Designs |
DefinitionQuantitative research is: "a formal, objective, systematic process in which
numerical data are utilised to obtain information about the world" Features associated with the quantitative approachA brief consideration of the major distinctions between
quantitative research and qualitative research can help put quantitative research into
context. Table 1 : Comparison of features of Quantitative and Qualitative approaches to research
Both designs, quantitative and qualitative are said to be
systematic. In fact having a system or following a process is a defining principle of
research. Quantitative research is inclined to be deductive. Using the A&E waiting time example again, the
quantitative approach might test the hypothesis that " Patients attending this
A&E department do not wait for more than one hour to be seen by a doctor". Quantitative designs of research tend to produce results
that can be generalised. Lastly here, the most obvious difference between quantitative research and qualitative research is that quantitative research uses data that are structured in the form of numbers or that can be immediately transported into numbers. If the data can not be structured in the form of numbers,
they are considered qualitative. Therefore, objectivity, deductiveness, generalisability and numbers are features often associated with quantitative research. When a researcher selects their approach to a study it should be a reflection of which approach is most suitable for the topic under consideration. However it is also reasonable to suggest that it also reflects the bias of the researcher. The majority of medical research is quantitative (and considered to produce "hard", generalisable results) whilst much of nursing research is qualitative (and considered to produce "soft" results). There has been a lot of debate about whether or not
nurses should aim to do more quantitative research which is generalisable. Major types of Quantitative ResearchTypes of quantitative research include: DescriptiveQuasi-experimentalExperimentalSome authors (see Burns & Grove 2nd Edn. 1993) include a fourth type of design known as a correlational (Ex post facto) study although others would dispute whether this is a quantitative approach to research. Basically, experimental and quasi-experimental studies
are designed to examine cause and effect. These studies are usually conducted to examine
the differences in dependent variables thought to be caused by independent variables
(treatments). There is no universal standard for categorising research
designs and different authors may change names of designs in their discussions of them. Experimental design.The paradigm for scientific method in research is the
true experiment or randomised control trial (RCT). Typical examples of RCT's include drug
trials.
(adapted from Polit & Hungler 4th Edn.1997) The classic example is the before-after design or
pre-test post-test design. Quasi-experimental design.Quasi-experimental designs were developed to provide
alternate means for examining causality in situations which were not conducive to
experimental control. Descriptive design.Descriptive designs are designed to gain more information
about a particular characteristic within a particular field of study. A descriptive study
may be used to, develop theory, identify problems with current practice, justify current
practice, make judgements or identify what others in similar situations may be doing. Correlational studies as already mentioned are not
universally accepted as a form of quantitative research. Glossary of terms used in session 2Mean(full title = arithmetic mean) the value each item would have if all the values were shared out equally among all the items e.g., the mean of 2 + 2 + 2 + 2 + 4 + 4 + 5 + 6 + 6 + 6 + 8 = 47/11 = 4.27 the mean takes consideration of all the values. the mean can be corrupted by "freak" values
thus if the values above referred to the age of children on a children's ward, the age
would be 4.27 but if we add a 15 year old to the sequence the average age = 5.16 Median:the value of the middle item of a distribution e.g., in the sequence above there are eleven values and the value occurring in the middle position is the value "4" thus 4 is the median average for this sequence. the median value tells us nothing about the other values in the sequence e.g., if the eight year old was replaced by a 15 year old, and one of the 2 year olds was replaced by a baby of just 2 days old, the median would not have changed at all. Mode:(modal value) the point of maximum frequency e.g., in the sequence of numbers above, the value "2" occurs most frequently and is thus the modal value. sometimes there is more than one peak e.g., if the values
above referred to the age of children on a children's ward, and the eight year old child
was replaced by a six year old child, there would be two modal values, one of the value
"2" and the other of the value "6". The distribution would then be
considered "bi-modal". Normal distribution: this is illustrated by a normal (Gaussian) curve. see Graph 1This curve is symmetrical about the mean so that equal
numbers fall above and below the mean. Normal distribution can be tested for by: a) plotting the data on a graph and visually inspecting the line b) using a probability graph in which if it is possible to draw a straight line through the values distribution is normal c) applying the Chi-Square Test for normal distribution. d) checking whether the mean, mode and median coincide (which they do if distribution is normal) or e) testing that: 68% of all values will fall between -1/+1 standard
deviation and Concepts that relate broadly to both quantitative and qualitative researchAssociation:Sometimes there is a relationship between two variables
but the relationship may not be causal i.e., neither variable is dependent upon the other.
It may be seen that short men are more assertive than taller men but it does not follow
that being short causes men to be assertive and we can not state that being assertive make
a man short; there is no causal relationship. Bias:Distortion of the findings resulting from an undesirable
influence. Causality / Causal relationship:A relationship in which one action brings about (causes)
a particular consequence. More correctly, (since research can only hope to disprove a
theory rather than prove it), a relationship in which failure to do x means
that y will not follow. E.G., We can be less certain that bathing in the sun
for two hours around midday causes skin to burn, than we can know that keeping out of the
sun for the two hours around midday is unlikely to cause skin to burn. Hawthorn Effect:A psychological response in which subjects alter their
behaviour because they are aware of their participation in a study. Piloting:A small-scale trial of the research method to ensure that
the design is feasible. Although only a small number of subjects may be used, a variety of
practical questions may be determined. E.G., can the subjects understand the questions
they are being asked? Population:Literally means "all the people" and in
research the term is most commonly used to refer to a specific group of people. However,
in a research context, population refers to all the members or objects of any defined
group which might be taken or about which information might be given. Reliability:Is concerned with the accuracy (consistency, stability
and repeatability) of a measure in representing the true score of the subject being
assessed on a particular dimension. The same results must be achieved, as far as possible,
regardless of whom is doing the measuring. E.G., several nurses weighing the same patient
on the same set of scales, in quick succession, should gain the same results. Reliability
of measurement reduces influence or bias on the part of the person(s) doing the
measurement, to a minimum. Representative:Refers to the extent to which a sample reflects the
"truth" for the whole population in the study. The sampling technique should aim
to ensure that the views of the population are reflected by the sample. Validity:Refers to whether a particular instrument actually
measures the construct it is designed to assess. E.G., a cardiac monitor is not a valid
tool for measuring the peripheral pulse. A cardiac monitor is a valid tool for measuring
the electrical activity of the heart. Internal validity:The extent to which the effects detected in a study are a
true reflection of what is real, e.g., if the detected effect is that better nutrition
leads to greater height gain in infants, internal validity exists if the height gain can
not be attributed to another factor. (NB this other factor may be referred to as a
confounding or extraneous variable). External validity:"Tthe extent to which study findings can be generalised beyond the sample used in the study" (Burns and Grove 1993). E.g., One study may find that better nutrition leads to increased height gain in infants but external validity exists only if this finding is found with other samples. NB the concept "Variable" appeared on the glossary of the previous session
Sampling:Sample; Sampling; method of selecting a certain number of units from a total population. (Macleod Clark J and Hockey L. 1981) The way a sample is selected should be clearly demonstrated in a research report. The aim of a sample is that it should be as unbiased a cross section of the "parent" population as possible, i.e., a sample of subjects needs to be as representative as possible of the population under study. To obtain a cross section we need to devise a sampling frame to define the boundaries (limits) within the context of the study and to reflect the organisation within which the sampling is taking place. The larger the size of the sample, the lower is the likelihood of it failing to represent the population under study. However, the law of diminishing returns tells us that there is, for each study, a desirable sample size under which their may fail to be accuracy yet above which there is no better a reflection of the parent population. Sampling may be a) random b) systematic c) refinements of random and systematic a) random- every individual has a chance of being included b) systematic e.g., every 5th/xth this is quicker but not everyone has a chance to be
included c) Refinements; 1. Stratified sample Where there is heterogeneity in the population this can be reflected in the strata, i.e., each stratum can be weighed to reflect the heterogeneity. In this way a proportional representation of the whole population can be gained. 2. Cluster sample Best used where there is a wide geographical spread.
Clusters may be chosen subjectively to be representative of the whole. The clusters can be
further stratified. E.G., if we want to know about all A&E patients in the country we
need to take a sample from a variety of A/Es. Each department can bring a number of
patients into the sample according to whether they meet the stratification criteria. Concepts strongly associated with quantitative research
Survey:Involves the study of a large number of subjects drawn
from a defined population. Randomisation:A method for controlling possible extraneous variables
involving assigning objects (subjects, treatments etc.,) to a group or condition in such a
way that every object has an equal probability of being assigned to any particular
condition. Control:In order to increase the probability that findings
accurately reflect the reality of the situation being studied, the study needs to be
designed in such a way as to maximise the amount of control over the research situation
and variables. Through control the influence of extraneous variables, variables which are
not being studied but which could influence the results of the study by interfering with
the action of the ones being studied, is reduced. Manipulation:Refers to the fact that we can create artificial
divisions and circumstances in order that we can test a particular hypothesis. In
experimental research the "causative" variable must be amenable to manipulation
by the investigator; i.e., the researcher "does something" to subjects in the
experimental condition. Subjects in the control group are not "manipulated" in
the way that subjects in the "experimental group" are manipulated. Measurement (levels)
Nominal:Subjects of research are differentiated by possessing or
not possessing a given characteristic, e.g., pass/fail, single/married, and divided into a
number of categories but the difference between the categories is not measurable in any
real sense. This is the least sophisticated level of measurement. Ordinal:Subjects are ranked in order from greatest to least or best to worst. Again there is no precisely measurable difference between the ranks. Interval:Genuinely quantitative measurement such as that of
temperature is measured at the interval level of measurement. Here the difference between
10 and 11 degrees centigrade is the same as the difference between 11 and 12 degrees
centigrade. Ratio:In a scale of measurement where the difference between
points on the scale is precise (as in the measurement of height and weight,) and the
scale starts at zero the level of measurement is referred to as ratio. Height and
weight start at zero. You can not weigh less than 0.00kg and cannot be less than 0.00mm in
length/height; these are ratio scales. You can however record temperatures of the weather
in terms of minus x degrees centigrade and this is why the scale is interval and
not ratio. Page last updated Saturday April 10, 1999 22:55 +0100 Please e-mail any comments or queries to johnross@cwcom.net | ||||||||||||||