sampling for surveys in the dutch statistical bureau

Sampling for Surveys in the Dutch Statistical Bureau

Ida H. Stamhuis

One of the chapters of the book The Statistical Mind in the Netherlands 1850-1940 (to be published in 2008)(co-authors Jelke van Bethlehem, Jacques van Maarseveen)For ‘the’ story I refer to that chapter

Now I will suggest a more analytical approach

Woudschoten, 28 and 29 September 2007

Continuation of my Woudschoten paper of 2005 Segmentation of various forms of statistics

Segmentation between ‘secret’ statistical practice of the public administration and statistical theory Socio-economic-political explanations (didn’t go into

that)

Segmentation within theoretical statistics Two different forms of knowledge

Carried out by people with different ways of thinking Carried out by people belonging to different intellectual

cultures No real communication between them

Lobatto’ statistics: ‘quantitative-probabilistic’

Vissering’s statistics representative of that of the ‘Statistical Movement’: qualitative-quantitative

Statistics as systematic description of all aspects of state / society

Statistics new discipline at the faculties of law

From the viewpoint of circulation of knowledge Conclusion: segmentation; no circulation (for the time being)

It asks for an explanation. In 2005 I concluded with the question:

What kind of expertise is necessary? Result was discouraging

Another approach: Let us try out a theoretical social scientific notion and look at a related case in which the border has ultimately passed: ‘habitus’ of Bourdieu

Social experiences and circumstances result in ‘mental structure’ through which the world is experienced: habitus

Consequence: not easily changed by intellectual arguments, but rather by change of experiences and circumstances

Survey: observational study of social or economic factors of populations, emerged from the ‘Vissering’ statistical world

A sample is “a part for the whole”; a sample must be ‘representative’

19th century ‘monograph studies’ considered ‘representative’

‘typical entities’ No exceptional cases The whole is more than the sum of the parts

Kiaer: purposive samples representative In purposive sampling: variation also taken into

account

Around 1900 discusssion about the choice between complete enumeration and purposive sampling in the international statistical community: Von Mayr: “One cannot replace by calculation the

real observation of facts”

In England development of mathematically oriented (bio)statistics including random sampling; Pearson and Fisher In random sampling expertise of the statistician is

replaced by ‘blind’ chance 1906 Bowley proposed random sampling in the English

statistical community

1924 Commission in the International Statistical Community: report

Random and purposive selection both reason to exist Describe meticulously the sampling procedure in each

investigation

‘run with the hare and hunt with the hounds’

Prominent Dutch Statisticians involved: Verrijn Stuart: “I state that in principle no representative

method, one or another, can have the significance of a complete enumeration of the phenomenon of study”

Otherwise random selection because of the ‘Law of Large Numbers’

Methorst: purposive sample “helps to save a great deal of expense and labor”

Surveys mainly executed by official statisticians: educated in law, directors of the CBS (Verrijn Stuart, Methorst,

Idenburg), Van Zanten (director Amsterdam SB)

Dutch Statistical textbooks 1910 Verrijn Stuart:

Monograph method Purposive selection

1927 Van Zanten: Law of Large Numbers Purposive selection Random selection

No preference between the two methods

Dutch Statistical textbooks

From the 1930’s people with more exact background invaded the Dutch statistical community: Accountants Bakker and Stridiron authors of textbooks, Tinbergen, Holwerda (actuary)

Bakker 1934: random sampling, probability theory in words. 1939-2: In Foreword thanks to Methorst as well as Tinbergen and

Holwerda 1941-3: distinguishes between quality control and surveys

In distinct section Derksen introduces mathematical formula Section about opinion polls

Dutch Statistical textbooks

Tinbergen 1936 Grondproblemen der Theoretische Statistiek (Basic Problems of Theoretical Statistics) Random samples obvious

Accountant Stridiron 1941 Handboek der Bedrijfseconomische Statistiek (Handbook of Statistics of Business Economics): Mathematical parts written by Tinbergen Random samples obvious 1943-2 Derksen Co-author chapter ‘Samples”: Survey

as well as Quality Control

Practice in CBS Methorst tested in 1924 ‘representative method’ ,

partly purposive, partly random: it did not work

Then surveys for economic indicator’s like consumer price index; national expenditure surveys necessary: recruitment of households through labor unions and advertisements

Etc. Samples often purposive, sometimes mixed with random

Sampling in Market Research

Various organizations Unilever established Lintas (1934) and IHO (1938) NSS (1940) NIPO (1945)

Sampling obvious: CBS director Idenburg felt in 1948 the need to explain why CBS chose for complete census

Sampling method not always clear Problem of Non-response more attention than sampling

method

Conclusions Conceptual hurdles to go from completeness to samples:

information is lost

Conceptual hurdles to go from purposive to random sampling: opinion of expert not relevant; mathematical principles not clear to the powerful statisticians in the first half of the twentieth century

Conclusions

Other hurdles: (“Socio-economic-political”) Automation makes completeness cheap Administration doesn’t like to fire officials Complete material available Organization structures are not easily

changed

Why ultimately randomness accepted?

Not because statisticians start to understand the mathematical background

Rather because they become convinced of its relevance Intermediaries (belong to both communities) play an

important role Other hurdles disappear

Habitus of Bourdieu?