Measurement: A Very Short Introduction

Measurement: A Very Short Introduction pdf

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David Hand

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English

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David J. Hand is a prominent British statistician born on June 30, 1950, in Peterborough, United Kingdom. He holds the position of Professor of Statistics at Imperial College, London. Over the years, he has established himself as a leading figure in the field of statistics and data analysis.

Academic and Professional Achievements:

  • Emeritus Professor of Mathematics and Senior Research Investigator at Imperial College, London.
  • Formerly held the Chair in Statistics at Imperial College, London.
  • Fellow of the British Academy and an Honorary Fellow of the Institute of Actuaries.
  • Served as President of the Royal Statistical Society on two occasions.
  • Served as a non-executive director of the UK Statistics Authority for eight years.
  • Member of the European Statistical Advisory Committee.
  • Chairs the National Statistician's Expert User Advisory Committee and the ONS's Centre for Applied Data Ethics Advisory Committee.
  • Previous Chair of the Research Board of Imperial College's Data Science Institute and Chair of the UK's Administrative Data Research Network.
  • Chief Scientific Advisor to Winton Capital Management for eight years.

Authorship:

David J. Hand is a prolific author with a notable body of work, including:

  • Over 300 scientific papers.
  • 32 books covering various aspects of data analysis and statistics.
  • His recent books include "Amy's Luck," "Dark Data," "From GDP to Sustainable Wellbeing," "Measurement: A Very Short Introduction," and "Information Generation: How Data Rules Our World."

Awards and Recognitions:

  • Awarded the Guy Medal of the Royal Statistical Society in 2002.
  • In 2012, he and his research group received the Credit Collections and Risk Award for Contributions to the Credit Industry.
  • Honored with the George Box Medal in 2016.
  • Received the Research Medal of the International Federation of Classification Societies in 2019.
  • In 2013, he was appointed OBE (Officer of the Order of the British Empire) for his outstanding contributions to research and innovation.

David J. Hand's remarkable career and contributions have left an indelible mark on the field of statistics, making him a respected authority and prolific author in the realm of data analysis and statistical science.

Book Description

Measurement: A Very Short Introduction pdf by David Hand

The concept of measurement is an elemental cornerstone that underpins virtually every facet of the modern world. Its influence extends across the sciences, social sciences, medicine, economics, and even everyday life. We are constantly engaged in measurement, whether quantifying the vastness of distant galaxies, assessing air temperature, evaluating risk levels, determining political majorities, calculating taxes, monitoring blood pressure, measuring IQ, or tracking weight.

A Historical Journey:

The history of measurement dates back to ancient times, marked by a gradual process of standardization. Over the centuries, measurement has evolved, yielding diverse types, levels of accuracy, and systems of units, each tailored to specific contexts. Within the realm of measurement lie essential concepts such as variability, accuracy, reliability, and error, as well as the complexities of measuring extreme values.

A Mathematical Foundation:

In "Measurement: A Very Short Introduction," David J. Hand elucidates the common mathematical framework that underlies all forms of measurement. He explores the principal approaches to measurement and navigates the inherent challenges involved.

A Brief Glimpse into the Past:

The book embarks on a concise historical journey, tracing the evolution of measurement from its origins to the present day.

Unveiling Measurement's Mysteries:

David J. Hand delves into the intricacies of measurement, offering insight into its multifaceted nature and the principles that govern it. The book tackles topics ranging from variability to accuracy and from reliability to error, shedding light on the underlying mathematical framework.

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