Volkan Hacıoğlu Hacıoğlu The Economic Analysis of Random Events

The Economic Analysis of Random Events

von Volkan Hacıoğlu

Economic Perspectives on Probability Theory, Statistical Inference and the Nature of Chance

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Beschreibung

This book investigates applications of probability theory to random events from an economic standpoint and considers how economics can deal with uncertainty in today’s world. As such the nature of chance and probability will be discussed with examples taken from the theoretical literature in probability and the history of economic thought, as well as real-life events. 
Chapters cover the nature of randomness and the element of chance, the concepts of both hidden costs and opportunity costs, the economic effect of human action, the randomness of economic events, random walk hypotheses and observable and unobservable phenomena. It situates the discussion in John Maynard Keynes’ and Ronald Fisher’s seminal works on probability, as well as introducing key tenets of probability theory and how these can be applied to economic events. The book considers the relationship between artificial intelligence and economic events, the role of big data, and international examples from different economic systems and how these can be evaluated. It also introduces a multidisciplinary exploration of other social sciences and how they deal with uncertainty, to assess the extent to which it is possible to apply probability theory to economic events which are by nature erratic and uncertain.

This book will be of interest to researchers and students in economics, statistics, and those in the social sciences interested in questions of randomness and chance.

Volkan Hacıoğlu is an Associate Professor in the Faculty of Economics at Istanbul University. His research interests are in economic policy, economic theory, history of economic thought, statistical methods and economic growth. 


This book investigates applications of probability theory to random events from an economic standpoint and considers how economics can deal with uncertainty in today’s world. As such the nature of chance and probability will be discussed with examples taken from the theoretical literature in probability and the history of economic thought, as well as real-life events.
Chapters cover the nature of randomness and the element of chance, the concepts of both hidden costs and opportunity costs, the economic effect of human action, the randomness of economic events, random walk hypotheses and observable and unobservable phenomena. It situates the discussion in John Maynard Keynes’ and Ronald Fisher’s seminal works on probability, as well as introducing key tenets of probability theory and how these can be applied to economic events. The book considers the relationship between artificial intelligence and economic events, the role of big data, and international examples fromdifferent economic systems and how these can be evaluated. It also introduces a multidisciplinary exploration of other social sciences and how they deal with uncertainty, to assess the extent to which it is possible to apply probability theory to economic events which are by nature erratic and uncertain.

This book will be of interest to researchers and students in economics, statistics, and those in the social sciences interested in questions of randomness and chance.


Introduces applied probability theory frameworks for economists and social scientists Explores the nature of artificial intelligence in relation to economic events Discusses the randomness of economic events and statistical methods for assessing uncertainty

Autor*in

Volkan Hacıoğlu

Themen in »The Economic Analysis of Random Events«

probability theory random events economic analysis of uncertainty applied probability theory random walk hypotheses observable and unobservable phenomena understanding random events through big data statistical methods for economics

Stimmen zu »The Economic Analysis of Random Events«

Details

ISBN: 9783031530807
Verlag: Springer International Publishing
Erscheinung: 05.07.2025

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